On the Mathematical Connections between the Ramanujan’s Mathematics and the various sectors and topics concerning the Theoretical Physics, Particle Physics, String Theory, M-Theory and Cosmology



In this post there are the actual papers published on Scribd, concerning the mathematical connections between the Ramanujan’s Mathematics and the various sectors and topics concerning the Theoretical Physics, Particle Physics, String Theory, M-Theory and Cosmology. To read the papers click on the titles. Enjoy the reading!

Michele Nardelli and Antonio Nardelli





Fine modulo


In this document there are 8 links relating to the articles whose titles and abstracts we have shown
Interest: None
Save Links Ramanujan Math Connections Papers - Michele Nardelli, Antonio Nardelli For Later
Published 12 minutes ago
Pages:
5
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1
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Abstract In this paper we have described some Ramanujan equations and obtained some mathematical connections with ϕ and various expressions inherent the String Theory, in particular Open strings.
Interest: None
Save On Some Ramanujan Expressions: Mathematical Connections With Φ And Various Equations Regarding The String Theory, In Particular Open Strings. - Michel… For Later
Published 12 days ago
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1
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2
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Abstract In this paper we have described some Ramanujan equations and obtained several mathematical connections with ϕ, Particle Physics parameters and various expressions inherent Anti-de-Sitter charged black holes in f(T) gravity
Interest: None
Save On Some Ramanujan Equations: Mathematical Connections With Φ, Particle Physics Parameters And Various Expressions Regarding Anti-De-Sitter Charged Bla… For Later
Published 13 days ago
Pages:
1
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2
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Abstract In this paper we have described some applications of Ramanujan’s mathematics and obtained some connections with ϕ and various expressions inherent Teleparallel Equivalent of General Relativity
Interest: None
Save On The Ramanujan’s Mathematics Applications: Connections With Φ And Various Equations Regarding Teleparallel Equivalent Of General Relativity. IV - Mi… For Later
Published 13 days ago
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1
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1
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Abstract In this paper, we have analyzed a fundamental modular equation for an initial theoretical framework concerning the motivations of the mathematical connections that are obtained between various formulas of Ramanujan's mathematics and different parameters of Theoretical Physics and Cosmology...
Interest: None
Save On The Theoretical Framework Concerning The Motivations Of The Mathematical Connections Between Various Formulas Of Ramanujan's Mathematics And Differ… For Later
Published 13 days ago
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1
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1
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Abstract In this paper we have described some Ramanujan formulas and obtained some mathematical connections with ϕ and various equations concerning Teleparallel Equivalent of General Relativity and Modified Gravity Theory
Interest: None
Save On Some Ramanujan Equations: Mathematical Connections With Φ And Various Expressions Concerning Teleparallel Equivalent Of General Relativity And Modi… For Later
Published 13 days ago
Pages:
1
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1
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Abstract In this paper we have described some Ramanujan formulas and obtained some mathematical connections with ϕ and various equations concerning Modified Gravity Theory
Interest: None
Save On Some Ramanujan Equations: Mathematical Connections With Φ And Various Expressions Concerning Modified Gravity Theory. II - Michele Nardelli, Antoni… For Later
Published 13 days ago
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1
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1
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Abstract In this paper we have described a Ramanujan formula and obtained some mathematical connections with ϕ and various equations concerning Modified Gravity Theory
Interest: None
Save On A Ramanujan Expression: Mathematical Connections With Φ And Various Formulas Concerning Modified Gravity Theory - Michele Nardelli, Antonio Nardell… For Later
Published 13 days ago
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1
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1
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Abstract In this paper we have described some Ramanujan formulas and obtained some mathematical connections with ϕ and various equations concerning different sectors of Cosmology and Black Holes Physics.
Interest: None
Save On Some Ramanujan Expressions: Mathematical Connections With Φ And Various Formulas Concerning Several Sectors Of Cosmology And Black Holes Physics. X… For Later
Published 13 days ago
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1
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1
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Abstract In this paper we have described some connections between Ramanujan’s mathematics, ϕ and various formulas concerning the Particle Physics, in particular the d*(2380)-Hexaquark
Interest: None
Save On Ramanujan’s Mathematics: On Some Connections With Φ And Various Formulas Concerning The Particle Physics And In Particular The D*-Hexaquark - Miche… For Later
Published 13 days ago
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1
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1
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Abstract In this paper we have described some Ramanujan formulas and obtained some mathematical connections with ϕ and various equations concerning different sectors of Cosmology and Black Holes/Wormholes Physics.
Interest: None
Save On Some Ramanujan Expressions: Mathematical Connections With Φ And Various Formulas Concerning Several Sectors Of Cosmology And Black Holes/Wormholes … For Later
Published 13 days ago
Pages:
1
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2
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Abstract In this paper we have described the possible mathematical connections between some Ramanujan’s equations and various formulas concerning several sectors of Theoretical Physics and Cosmology
Interest: None
Save On The Possible Mathematical Connections Between Some Ramanujan’s Equations And Various Formulas Concerning Several Sectors Of Theoretical Physics And… For Later
Published 13 days ago
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1
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1
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Abstract In this paper we have described a Ramanujan formula and obtained some mathematical connections with the golden ratio and various equations concerning different sectors of Cosmology and Black Holes/Wormholes Physics.
Interest: None
Save On A Ramanujan Equation: Mathematical Connections With The Golden Ratio And Various Formulas Concerning Some Arguments Of Cosmology And Black Holes/Wo… For Later
Published 23 days ago
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1
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7
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Abstract In this paper we have described several Ramanujan’s formulas and obtained some mathematical connections with various equations concerning different sectors of Theoretical Physics and Cosmology
Interest: None
Save Ramanujan's Mathematics Applied To Several Topics Of Theoretical Physics And Cosmology – Michele Nardelli, Antonio Nardelli For Later
Published 23 days ago
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1
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5
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Abstract In this paper we have described the mathematical connections with some Hawking’s Cosmology equations and a Ramanujan equation linked to a formula concerning the “Pair Creation of Black Holes During Inflation” of Hawking-Bousso
Interest: None
Save On The Mathematical Connections With Some Hawking’s Cosmology Equations And A Ramanujan Equation Linked To A Formula Concerning The “Pair Creation Of … For Later
Published 25 days ago
Pages:
52
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7
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Abstract In this paper we have described several Ramanujan’s formulas and obtained some mathematical connections with various equations concerning different sectors of Cosmology and Black Holes/Wormholes Physics.
Interest: None
Save On Some Ramanujan Equations: Mathematical Connections With Various Formulas Concerning Some Arguments Of Cosmology And Black Holes/Wormholes Physics. … For Later
Published 27 days ago
Pages:
73
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5
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Abstract In this paper we have described several Ramanujan’s formulas and obtained some mathematical connections with various equations concerning different arguments of Cosmology and Black Holes/Wormholes Physics.
Interest: None
Save On Some Ramanujan Equations: Mathematical Connections With Various Formulas Concerning Some Topics Of Cosmology And Black Holes/Wormholes Physics. VII… For Later
Published 28 days ago
Pages:
48
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2
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Abstract In this paper we have described several Ramanujan’s formulas and obtained some mathematical connections with various equations concerning different arguments of Cosmology and Black Holes/Wormholes Physics.
Interest: None
Save On Some Ramanujan Equations: Mathematical Connections With Various Formulas Concerning Some Topics Of Cosmology And Black Holes/Wormholes Physics. VII… For Later
Published 29 days ago
Pages:
77
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3
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Abstract In this paper we have described several Ramanujan’s expressions and obtained some mathematical connections with various equations concerning different sectors of Cosmology and Black Holes/Wormholes Physics.
Interest: None
Save On Some Ramanujan Expressions: Mathematical Connections With Various Equations Concerning Some Sectors Of Cosmology And Black Holes/Wormholes Physics.… For Later
Published about 1 month ago
Pages:
78
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2
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Abstract In this paper we have described several Ramanujan’s equations and obtained some mathematical connections with various formulas concerning different topics of String Cosmology and Black Holes Physics.(update version 23/02/20)
Interest: None
Save On Some Ramanujan’s Formulas: Mathematical Connections With Several Equations Inherent Some Topics Of String Cosmology And Black Holes Physics. V - Mi… For Later
Published about 1 month ago
Pages:
73
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3
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Abstract In this paper we have described the mathematical connections between various Ramanujan’s equations and some expressions of various topics of Particle Physics and Black Hole/Wormhole Physics
Interest: None
Save On Some Ramanujan’s Equations: Mathematical Connections With Various Formulas Concerning Some Sectors Of Particle Physics And Black Hole/Wormhole Phys… For Later
Published about 1 month ago
Pages:
54
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1
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Abstract In this paper we have described the mathematical connections between various Ramanujan’s equations (class invariants) and some expressions of various topics of Particle Physics and Black Hole/Wormhole Physics
Interest: None
Save On Some Ramanujan’s Equations: Mathematical Connections With Various Equations Concerning Some Sectors Of Particle Physics And Black Hole/Wormhole Phy… For Later
Published about 1 month ago
Pages:
84
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1
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Abstract The aim of this paper is to show the mathematical connections between the Ramanujan’s Class Invariants, the Golden Ratio and some expression of various topics of Cosmology
Interest: None
Save On Some Ramanujan’s Class Invariants: Mathematical Connections With The Golden Ratio Linked To The Various Equations Concerning Some Sectors Of Cosmol… For Later
Published about 1 month ago
Pages:
60
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5
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Abstract The aim of this paper is to show the mathematical connections between some Ramanujan’s functions and some expression of various topics of Particle Physics and Black Hole Physics
Interest: None
Save On Some Ramanujan’s Functions: Mathematical Connections With Various Equations Concerning Some Sectors Of Particle Physics And Black Hole Physics. II … For Later
Published about 1 month ago
Pages:
88
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3
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Abstract The purpose of this paper is to show how using certain mathematical values and / or constants from various Ramanujan expressions, we obtain some mathematical connections with the equations of various sectors of Particle Physics and Black Hole Physics
Interest: Science
Save On Some Ramanujan Formulas: Mathematical Connections With Various Equations Concerning Some Sectors Of Particle Physics And Black Hole Physics. - Mich… For Later
Published about 1 month ago
Pages:
60
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2
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Abstract The purpose of this paper is to show how using certain mathematical values and / or constants from some Ramanujan expressions, we obtain some mathematical connections with equations of various sectors of Black Holes/Wormholes Physics and Brane Cosmology
Interest: None
Save Analyzing Some Ramanujan Formulas: Mathematical Connections With Various Equations Concerning Some Sectors Of Black Holes/Wormholes Physics And Brane … For Later
Published about 1 month ago
Pages:
54
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1
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Abstract The purpose of this paper is to show how using certain mathematical values and / or constants from some Ramanujan expressions, we obtain some mathematical connections with equations of various sectors of Black Holes-Wormholes Physics and an almost equal value to the golden ratio
Save Analyzing Some Ramanujan Formulas: Mathematical Connections With Various Equations Concerning Some Sectors Of Black Holes And Wormholes Physics IV - M… For Later
Published about 1 month ago
Pages:
60
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1
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Abstract The purpose of this paper is to show how using certain mathematical values and / or constants from two Ramanujan expressions, we obtain some mathematical connections with equations of various sectors of Black Holes and Wormholes Physics
Interest: None
Save Analyzing Two Ramanujan Formulas: Mathematical Connections With Various Equations Concerning Some Sectors Of Black Holes Ad Wormholes Physics III - Mi… For Later
Published about 1 month ago
Pages:
117
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4
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Abstract The purpose of this paper is to show how using certain mathematical values and / or constants from the Ramanujan expressions, we obtain some mathematical connections with equations of various sectors of Black Hole Physics
Interest: None
Save Analyzing Some Ramanujan Formulas: Mathematical Connections With Various Equations Concerning Some Sectors Of Black Hole Physics II - Michele Nardelli… For Later
Published about 1 month ago
Pages:
84
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4
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Abstract The purpose of this paper is to show how using certain mathematical values and / or constants from various Ramanujan expressions, we obtain some mathematical connections with several sectors of Black Hole Physics
Interest: None
Save Analyzing Some Ramanujan Formulas: Mathematical Connections With Various Sectors Of Black Hole Physics - Michele Nardelli, Antonio Nardelli For Later
Published about 2 months ago
Pages:
177
Reads:
2
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Inizio modulo
Fine modulo

Abstract The purpose of this paper is to show the links between some Ramanujan formulas, the golden ratio and the mathematical connections with various equations of several sectors of Black Hole Physics
Interest: None
Save On The Links Between Some Ramanujan Formulas, The Golden Ratio And Various Equations Of Several Sectors Of Black Hole Physics - Michele Nardelli, Anto… For Later
Published about 2 months ago
Pages:
116
Reads:
1
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Abstract In this research thesis, we have described and deepened further Ramanujan equations (Hardy-Ramanujan number, taxicab numbers, etc) linked to some parameters of Standard Model Particles and String Theory. We have therefore obtained further possible mathematical connections.
Interest: None
Save On Various Ramanujan’s Equations (Hardy-Ramanujan Number, Taxicab Numbers, Etc) Linked To Some Parameters Of Standard Model Particles And String Theor… For Later
Published about 2 months ago
Pages:
94
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2
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Abstract The purpose of this paper is to show how using certain mathematical values and / or constants from two Ramanujan equations, some important parameters of Particle Physics and Cosmology are obtained.
Interest: None
Save Analyzing Two Ramanujan Equations: Mathematical Connections With Various Parameters Of Particle Physics And Cosmology II - Michele Nardelli, Antonio N… For Later
Published about 2 months ago
Pages:
75
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1
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Abstract The purpose of this paper is to show how using certain mathematical values and / or constants from a Ramanujan equation, some important parameters of Particle Physics and Cosmology are obtained.
Interest: None
Save Analyzing A Ramanujan Equation: Mathematical Connections With Various Parameters Of Particle Physics And Cosmology - Michele Nardelli, Antonio Nardell… For Later
Published about 2 months ago
Pages:
40
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3
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Abstract In this research thesis, we have described some Ramanujan expressions applied to several parameters of Extended Gauged Supergravity, Inflaton Potentials and some sectors of String Theory, obtaining new possible mathematical connections.
Save On The Ramanujan’s Mathematics Applied To Some Parameters Of Extended Gauged Supergravity, Inflaton Potentials And Some Sectors Of String Theory: New … For Later
Published about 2 months ago
Pages:
75
Reads:
1
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Abstract In this research thesis, we have described and deepened further Ramanujan equations (Hardy-Ramanujan number, taxicab numbers, etc) linked to some parameters of Standard Model Particles and String Theory. We have therefore obtained further possible mathematical connections.
Interest: None
Save On Various Ramanujan’s Equations (Hardy-Ramanujan Number, Taxicab Numbers, Etc) Linked To Some Parameters Of Standard Model Particles And String Theor… For Later
Published about 2 months ago
Pages:
82
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1
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Abstract In this research thesis, we have described and deepened further Ramanujan equations (Hardy-Ramanujan number, taxicab numbers and Rogers-Ramanujan continued fractions) linked to various parameters of Standard Model Particles and String Theory. We have therefore obtained further possible mat...
Interest: None
Save On Some Ramanujan’s Equations (Hardy-Ramanujan Number, Taxicab Numbers And Rogers-Ramanujan Continued Fractions) Linked To Various Parameters Of Stand… For Later
Published about 2 months ago
Pages:
80
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1
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Abstract In this research thesis, we have described and deepened further Ramanujan equations (Hardy-Ramanujan number and mock theta functions) linked to various parameters of Standard Model and Black Hole Physics. We have therefore obtained further possible mathematical connections.
Save On Some Ramanujan’s Equations (Hardy-Ramanujan Number And Mock Theta Functions) Linked To Various Parameters Of Standard Model And Black Hole Physics:… For Later
Published about 2 months ago
Pages:
116
Reads:
1
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Abstract In this research thesis, we have analyzed a fundamental modular equation for an initial theoretical framework concerning the motivations of the mathematical connections that are obtained between various formulas of Ramanujan's mathematics and different parameters of Particle Physics and St...
Interest: None
Save On The Study Of A Fundamental Modular Equation For An Initial Theoretical Framework Concerning The Motivations Of The Mathematical Connections That Ar… For Later
Published about 2 months ago
Pages:
37
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2
Public

Abstract In this research thesis, we have analyzed and deepened further Ramanujan expressions (Hardy-Ramanujan number and mock theta functions) applied to various parameters of Particle Physics and Black Hole Physics. We have therefore described further possible mathematical connections.
Interest: None
Save On Some Ramanujan’s Expressions (Hardy-Ramanujan Number And Mock Theta Functions) Applied To Various Parameters Of Particle Physics And Black Hole Phy… For Later
Published about 2 months ago
Pages:
60
Reads:
2
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Abstract In this research thesis, we have analyzed and deepened further Ramanujan expressions (Hardy-Ramanujan number and mock theta functions) applied to various parameters of Particle Physics and Black Hole Physics. We have therefore described new possible mathematical connections.
Interest: None
Save On The Ramanujan’s Mathematics (Hardy-Ramanujan Number And Mock Theta Functions) Applied To Various Parameters Of Particle Physics And Black Hole Phys… For Later
Published about 2 months ago
Pages:
64
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0
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Abstract In this research thesis, we have analyzed and deepened further Ramanujan expressions (Rogers-Ramanujan continued fractions, Hardy-Ramanujan number and sixth order mock theta functions) applied to various parameters of Particle Physics. We have therefore described new possible mathematical ...
Interest: None
Save On The Ramanujan’s Mathematics (Rogers-Ramanujan Continued Fractions, Hardy-Ramanujan Number And Sixth Order Mock Theta Functions) Applied To Various … For Later
Published about 2 months ago
Pages:
57
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1
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Abstract In this research thesis, we have analyzed and deepened further Ramanujan expressions (Rogers-Ramanujan continued fractions, Taxicab numbers and sixth order mock theta functions) applied to various parameters of Particle Physics. We have therefore described new possible mathematical connect...
Save On The Ramanujan’s Mathematics (Rogers-Ramanujan Continued Fractions, Taxicab Numbers And Sixth Order Mock Theta Functions) Applied To Various Paramet… For Later
Published about 2 months ago
Pages:
84
Reads:
8
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Abstract In this research thesis, we have analyzed and deepened further Ramanujan expressions (Rogers-Ramanujan continued fractions, Hardy-Ramanujan number and Manuscript Book 1 formulae) applied to some sectors of String Theory. We have therefore described other new possible mathematical connectio...
Interest: None
Save On The Ramanujan’s Mathematics (Rogers-Ramanujan Continued Fractions, Hardy-Ramanujan Number And Manuscript Book 1 Formulae) Applied To Various Sector… For Later
Published about 2 months ago
Pages:
78
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0
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Abstract In this research thesis, we have analyzed and deepened further Ramanujan expressions (Rogers-Ramanujan continued fractions, taxicab numbers and Manuscript Book 1 formulae) applied to some sectors of String Theory and to the Black Hole Physics. We have therefore described other new possible...
Interest: None
Save On The Ramanujan’s Mathematics (Rogers-Ramanujan Continued Fractions, Taxicab Numbers And Manuscript Book 1 Formulae) Applied To Various Sectors Of St… For Later
Published 2 months ago
Pages:
71
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0
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Abstract In this research thesis, we have analyzed and deepened further Ramanujan expressions (mock theta functions and taxicab numbers) applied to some sectors of M-Theory (braneworld) and to the Black Hole Physics. We have therefore described other new possible mathematical connections.
Interest: None
Save On The Ramanujan’s Mathematics (Mock Theta Functions And Taxicab Numbers) Applied To Various Sectors Of M-Theory (Braneworld) And To The Black Hole P… For Later
Published 2 months ago
Pages:
97
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1
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Abstract In this research thesis, we have analyzed and deepened further Ramanujan expressions (mock theta functions and taxicab numbers) applied to some sectors of String Theory (Brane-World) and to the Black Hole Physics. We have therefore described other new possible mathematical connections.
Interest: None
Save On Some Ramanujan Equations (Mock Theta Functions And Taxicab Numbers) Linked To Various Sectors Of String Theory (Brane-World) And To The Black Hole … For Later
Published 2 months ago
Pages:
86
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1
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Abstract In this research thesis, we have analyzed and deepened further Ramanujan expressions (mock theta functions and taxicab numbers) applied to some sectors of String Theory concerning the Black Hole Physics (black strings). We have therefore described other new possible mathematical connection...
Interest: None
Save On Various Ramanujan Equations (Mock Theta Functions And Taxicab Numbers) Linked To Some Sectors Of String Theory Applied To The Black Hole Physics (B… For Later
Published 2 months ago
Pages:
65
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0
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Abstract In this research thesis, we have analyzed and deepened some equations concerning the Ramanujan continued fractions. We have described further possible mathematical connections with some parameters of Particle Physics and Cosmology.
Interest: None
Save On Some Ramanujan Equations Concerning The Continued Fractions. Further Possible Mathematical Connections With Some Parameters Of Particle Physics And… For Later
Published 2 months ago
Pages:
115
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4
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Abstract On some Ramanujan equations concerning the continued fractions. Further possible mathematical connections with some parameters of Particle Physics and Cosmology
Interest: None
Save On Some Ramanujan Equations Concerning The Continued Fractions. Further Possible Mathematical Connections With Some Parameters Of Particle Physics And… For Later
Published 2 months ago
Pages:
82
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0
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Abstract In this research thesis, we have analyzed and deepened further Ramanujan expressions (mock theta functions and taxicab numbers) applied to some sectors of Supersymmetric String Theory concerning the Black Hole Physics. We have therefore described other new possible mathematical connections...
Interest: None
Save On Various Ramanujan Equations (Mock Theta Functions And Taxicab Numbers) Linked To Some Sectors Of Supersymmetric String Theory Applied To The Black … For Later
Published 2 months ago
Pages:
92
Reads:
1
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Abstract In this research thesis, we have analyzed and deepened further Ramanujan expressions (mock theta functions and taxicab numbers) applied to some sectors of String Theory (black branes) and Black Hole Physics. We have therefore described other new possible mathematical connections.
Save On The Various Ramanujan Equations (Mock Theta Functions And Taxicab Numbers) Linked To Some Sectors Of String Theory (Black Branes) And Black Hole Ph… For Later
Published 2 months ago
Pages:
82
Reads:
1
Public

Abstract In this research thesis, we have analyzed and deepened further Ramanujan expressions applied to some sectors of String Theory and Particle Physics. We have therefore described other new possible mathematical connections.
Interest: None
Save On The Various Ramanujan Equations (Rogers-Ramanujan Continued Fractions) Linked To Some Sectors Of String Theory And Particle Physics: Further New Po… For Later
Published 2 months ago
Pages:
97
Reads:
4
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Abstract In this research thesis, we have analyzed and deepened further Ramanujan expressions applied to some sectors of String Theory and Particle Physics. We have therefore described new possible mathematical connections.
Interest: None
Save On The Ramanujan Mathematics Applied To Some Sectors Of String Theory And Particle Physics: Further New Possible Mathematical Connections V. - Michele… For Later
Published 2 months ago
Pages:
94
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2
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Abstract In this research thesis, we have analyzed and deepened various Ramanujan expressions applied to some sectors of String Theory (open strings) and Particle Physics. We have therefore described further new possible mathematical connections.
Interest: None
Save On Various Ramanujan Formulas Applied To Some Sectors Of String Theory (Open Strings) And Particle Physics: Further New Possible Mathematical Connecti… For Later
Published 2 months ago
Pages:
85
Reads:
1
Public

Abstract In this research thesis, we have analyzed and deepened various Ramanujan expressions applied to some sectors of String Theory and Particle Physics. We have therefore described further new possible mathematical connections.
Interest: None
Save On Various Ramanujan Formulas Applied To Some Sectors Of String Theory And Particle Physics: Further New Possible Mathematical Connections III. - Mich… For Later
Published 2 months ago
Pages:
74
Reads:
2
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Abstract In this research thesis, we have analyzed and deepened various Ramanujan functions applied to some sectors of String Theory and Particle Physics. We have therefore described further new possible mathematical connections.
Interest: None
Save On Some Ramanujan Functions Applied To Various Sectors Of String Theory And Particle Physics: New Possible Mathematical Connections II. - Michele Nard… For Later
Published 2 months ago
Pages:
68
Reads:
1
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Abstract In this research thesis, we have analyzed and deepened various Ramanujan expressions applied to some sectors of String Theory and Particle Physics. We have therefore described further new possible mathematical connections.
Interest: None
Save On Various Ramanujan Formulas Applied To Some Sectors Of String Theory And Particle Physics: Further New Possible Mathematical Connections. - Michele … For Later
Published 2 months ago
Pages:
98
Reads:
2
Public

Abstract In this research thesis, we have analyzed and deepened some equations concerning the Ramanujan continued fractions. Further possible mathematical connections with some parameters of Particle Physics and Cosmology.
Interest: None
Save On Some Ramanujan Equations Concerning The Continued Fractions. Further Possible Mathematical Connections With Some Parameters Of Particle Physics And… For Later
Published 2 months ago
Pages:
82
Reads:
2
Public

Abstract In this research thesis, we have analyzed and deepened some equations concerning the “Classical Stability with Broken Supersymmetry” by Ramanujan’s mathematics and described new possible mathematical connections with some parameters of Particle Physics and String Theory.
Save Analyzing Some Equations Concerning The “Classical Stability With Broken Supersymmetry” By Ramanujan’s Mathematics. Further Possible Mathematical Conn… For Later
Published 2 months ago
Pages:
78
Reads:
1
Public

Inizio modulo
Fine modulo

Abstract In this research thesis, we continue to analyze and deepen further Ramanujan’s equations of Manuscript Book 2 and describe new possible mathematical connections with some parameters of Particle Physics and Cosmology.
Interest: None
Save On Some Ramanujan’s Equations Of Manuscript Book 2. Further New Possible Mathematical Connections With Some Parameters Of Particle Physics And Cosmolo… For Later
Published 3 months ago
Pages:
59
Reads:
4
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Abstract In this research thesis, we continue to analyze and deepen further Ramanujan’s equations of Manuscript Book 1 and some formulas concerning the Eisenstein series and describe new possible mathematical connections with some parameters of Particle Physics and Cosmology.
Interest: None
Save On Various Ramanujan’s Equations Of Manuscript Book 1 And Some Formulas Concerning The Eisenstein Series: New Possible Mathematical Connections With S… For Later
Published 3 months ago
Pages:
116
Reads:
6
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Abstract In this research thesis, we have analyzed further formulas of Manuscript Book 1 of Srinivasa Ramanujan and described new possible mathematical connections with various parameters of Particle Physics and Cosmology (Cosmological Constant, some parameters of Dark Energy)
Interest: None
Save On Some Formulas Of Manuscript Book 1 Of Srinivasa Ramanujan: New Possible Mathematical Connections With Various Parameters Of Particle Physics And Co… For Later
Published 3 months ago
Pages:
87
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2
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Abstract In this research thesis, we have analyzed further formulas of Manuscript Book 1 of Srinivasa Ramanujan and described new possible mathematical connections with various parameters of Particle Physics and Cosmology (Cosmological Constant, some parameters of Dark Energy)
Interest: None
Save On Some Formulas Of Manuscript Book 1 Of Srinivasa Ramanujan: New Possible Mathematical Connections With Various Parameters Of Particle Physics And Co… For Later
Published 3 months ago
Pages:
119
Reads:
3
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Abstract In this research thesis, we have analyzed further Ramanujan formulas and described new possible mathematical connections with various parameters of Particle Physics and Cosmology
Interest: None
Save On Some Ramanujan Formulas: New Possible Mathematical Connections With Various Parameters Of Particle Physics And Cosmology IV. - Michele Nardelli, A… For Later
Published 3 months ago
Pages:
105
Reads:
3
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Abstract In this research thesis, we have analyzed further Ramanujan formulas inherent Highly composite numbers and described new possible mathematical connections with various parameters of Particle Physics, Dark Matter, Dark Energy and Cosmology
Save On Some Ramanujan Formulas Concerning Highly Composite Numbers: New Possible Mathematical Connections With Various Parameters Of Particle Physics, Dar… For Later
Published 3 months ago
Pages:
130
Reads:
3
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Abstract In this research thesis, we have described new possible mathematical connections between the formula concerning the coefficients of the '5th order' Ramanujan’s mock theta function, the mass of mesons in string model, various parameters of Particle Physics and Cosmology.
Interest: None
Save Mathematical Connections Between The Formula Concerning The Coefficients Of The '5th Order' Ramanujan’s Mock Theta Function, The Mass Of Mesons In Str… For Later
Published 3 months ago
Pages:
109
Reads:
3
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Abstract In this research thesis, we have analyzed further Ramanujan formulas and described new possible mathematical connections with various parameters of Particle Physics, Dark Matter, Dark Energy and Cosmology
Interest: None
Save On Some Ramanujan Formulas: New Possible Mathematical Connections With Various Parameters Of Particle Physics, Dark Matter, Dark Energy And Cosmology … For Later
Published 3 months ago
Pages:
130
Reads:
5
Public

Abstract In this research thesis, we have analyzed further Ramanujan formulas and described new possible mathematical connections with various parameters of Particle Physics, Dark Matter, Dark Energy and Cosmology
Interest: None
Save On Some Ramanujan Formulas: New Possible Mathematical Connections With Various Parameters Of Particle Physics, Dark Matter, Dark Energy And Cosmology … For Later
Published 3 months ago
Pages:
117
Reads:
3
Public

Abstract In this research thesis, we have analyzed further Ramanujan formulas and described further possible mathematical connections with some parameters of Particle Physics (Yukawa’s Pion) and Cosmology, principally the value of Cosmological Constant.
Save New Mathematical Connections Between Various Solutions Of Ramanujan's Equations, Approximations To Π And Some Parameters Of Particle Physics (Yukawa’s… For Later
Published 3 months ago
Pages:
79
Reads:
2
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Abstract In this research thesis, we have analyzed further Ramanujan formulas and described further possible mathematical connections with some parameters of Particle Physics and Cosmology: Pion meson mass (139.57 MeV), Higgs boson mass, scalar meson f0(1710) mass, hypothetical gluino mass and C...
Interest: None
Save Further Mathematical Connections Between Various Solutions Of Ramanujan's Equations And Some Particle Masses And Cosmological Parameters: Pion Meson (… For Later
Published 3 months ago
Pages:
101
Reads:
3
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Abstract In this research thesis, we have analyzed further Ramanujan formulas and described further possible mathematical connections with some parameters of Particle Physics and Cosmology, principally the value of Cosmological Constant
Interest: None
Save New Mathematical Connections Between Various Solutions Of Ramanujan's Equations And Some Parameters Of Particle Physics And Cosmology (Value Of Cosmol… For Later
Published 3 months ago
Pages:
97
Reads:
3
Public

Abstract In this research thesis, we have analyzed further Ramanujan formulas and described further possible mathematical connections with some parameters of Particle Physics and Cosmology
Interest: None
Save New Mathematical Connections Between The Possible Developments And Solutions Of Ramanujan's Equations And Various Parameters Of Particle Physics And C… For Later
Published 3 months ago
Pages:
79
Reads:
3
Public

Abstract In this research thesis, we have analyzed further Ramanujan formulas and described further possible mathematical connections with some parameters of Particle Physics and Cosmology
Interest: None
Save New Mathematical Connections Between The Possible Developments And Solutions Of Ramanujan's Equations And Various Parameters Of Particle Physics And C… For Later
Published 3 months ago
Pages:
111
Reads:
2
Public

Abstract In this research thesis, we have analyzed further Ramanujan formulas and described other possible mathematical connections with various Cosmology parameters.
Save Mathematical Connections Between Various Cosmological Parameters And Several Ramanujan’s Equations - Michele Nardelli, Antonio Nardelli For Later
Published 3 months ago
Pages:
176
Reads:
6
Public

Abstract In this research thesis, we have analyzed further Ramanujan formulas and described further possible mathematical connections with some parameters of Particle Physics and Cosmology
Interest: None
Save On Several Ramanujan’s Equations: Further Mathematical Connections With Various Parameters Of Particle Physics, Principally The Higgs Boson Mass, ? Me… For Later
Published 3 months ago
Pages:
110
Reads:
3
Public

Abstract In this paper we have shown a possible theoretical connection between some parameters of inflationary cosmology, of particle masses (Higgs boson and Pion meson ?^±) and some fundamental equations of Ramanujan’s mathematics.
Interest: None
Save A Possible Theory Of Mathematical Connections Between Various Ramanujan's Formulas And The Equations Of Inflationary Cosmology And The Standard Model … For Later
Published 3 months ago
Pages:
21
Reads:
4
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Abstract In this research thesis, we have described a new possible Theory of Mathematical Connections between some Ramanujan's equations and Approximations to π, the equations of Inflationary Cosmology concerning the scalar field ϕ, the Inflaton mass, the Higgs boson mass and the Pion meson π^± mas...
Interest: None
Save A New Possible Theory Of Mathematical Connections Between Some Ramanujan's Equations And Approximations To Π, The Equations Of Inflationary Cosmology … For Later
Published 3 months ago
Pages:
172
Reads:
14
Public

Abstract This paper is a summary of a Theory of Mathematical Connections between Ramanujan's formulas of Modular Equations and Approximations to π and the equations of Inflationary Cosmology concerning the scalar field ϕ, the Inflaton mass, the Higgs boson mass and the Pion meson π^± mass
Interest: None
Save Summary Of A Theory Of Mathematical Connections Between Ramanujan's Formulas Of Modular Equations And Approximations To Π And The Equations Of Inflati… For Later
Published 4 months ago
Pages:
10
Reads:
12
Public

Abstract In this research thesis, we have analyzed further Ramanujan formulas and described new possible mathematical connections with some parameters of Particle Physics and Cosmology
Save On The Ramanujan’s Equations: New Mathematical Connections With Various Parameters Of Particle Physics And Cosmology - Michele Nardelli, Antonio Narde… For Later
Published 4 months ago
Pages:
82
Reads:
4
Public

Abstract In this research thesis, we have analyzed further Ramanujan formulas and described new possible mathematical connections with some sectors of Particle Physics (values of Pion mesons and other baryons and mesons) and Cosmology
Interest: None
Save On The Ramanujan’s Equations Applied To Various Sectors Of Particle Physics And Cosmology: New Possible Mathematical Connections With The Values Of Pi… For Later
Published 4 months ago
Pages:
147
Reads:
1
Public

Abstract In this research thesis, we have analyzed further Ramanujan formulas and described new possible mathematical connections with some sectors of Particle Physics and Cosmology
Interest: None
Save On The Ramanujan’s Equations Applied To Various Sectors Of Particle Physics And Cosmology: New Possible Mathematical Connections. IX - Michele Nardell… For Later
Published 4 months ago
Pages:
83
Reads:
0
Public

Abstract In this research thesis, we have analyzed further Ramanujan formulas and described new possible mathematical connections with some sectors of Particle Physics and Cosmology
Interest: None
Save On The Ramanujan’s Equations Applied To Various Sectors Of Particle Physics And Cosmology: New Possible Mathematical Connections. VIII - Michele Narde… For Later
Published 4 months ago
Pages:
133
Reads:
1
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Abstract In this research thesis, we have described some mathematical connections between various Ramanujan’s equations, values of mass and electric charges of fundamental particles and physical data of Kerr Supermassive Black Hole M87. We have obtained some very interesting results concerning a po...
Interest: None
Save Mathematical Connections Between Various Ramanujan’s Equations, Values Of Mass And Electric Charges Of Fundamental Particles And Physical Data Of Kerr… For Later
Published 4 months ago
Pages:
123
Reads:
2
Public

Abstract In this research thesis, we have analyzed further Ramanujan formulas and described new possible mathematical connections with some sectors of Particle Physics and Cosmology
Interest: None
Save On The Ramanujan’s Equations Applied To Various Sectors Of Particle Physics And Cosmology: New Possible Mathematical Connections. VII - Michele Nardel… For Later
Published 4 months ago
Pages:
100
Reads:
4
Public

Abstract In this research thesis, we have analyzed further Ramanujan formulas and described new possible mathematical connections with some sectors of Particle Physics and Cosmology
Interest: None
Save On The Ramanujan’s Equations Applied To Various Sectors Of Particle Physics And Cosmology: New Possible Mathematical Connections. VI - Michele Nardell… For Later
Published 4 months ago
Pages:
136
Reads:
0
Public

Abstract In this research thesis, we have analyzed further Ramanujan formulas and described new possible mathematical connections with some sectors of Particle Physics and Cosmology
Interest: None
Save Further Ramanujan’s Equations Applied To Various Sectors Of Particle Physics And Cosmology: Some Possible New Mathematical Connections. V - Michele Na… For Later
Published 4 months ago
Pages:
176
Reads:
1
Public

Abstract In this research thesis, we have analyzed further Ramanujan formulas and described new possible mathematical connections with some sectors of Particle Physics and Cosmology
Interest: None
Save Further Ramanujan’s Equations Applied To Various Sectors Of Particle Physics And Cosmology: Some Possible New Mathematical Connections. IV - Michele N… For Later
Published 4 months ago
Pages:
146
Reads:
0
Public

Abstract In this research thesis, we have analyzed further Ramanujan formulas and described new possible mathematical connections with some sectors of Particle Physics, principally the like-Higgs boson dilaton mass solutions, the ns spectral index, the Pion mesons mass, and Cosmology
Interest: None
Save On Some Ramanujan’s Equations Applied To Various Sectors Of Particle Physics And Cosmology: Further Possible New Mathematical Connections. III - Miche… For Later
Published 4 months ago
Pages:
169
Reads:
0
Public

Abstract In this research thesis, we have analyzed various Ramanujan equations and described the new possible mathematical connections with some sectors of string theory and Particle Physics
Interest: None
Save On The New Mathematical Connections Between Some Ramanujan Equations And Some Formulas Concerning Various Sectors Of String Theory And Particle Physic… For Later
Published 4 months ago
Pages:
113
Reads:
0
Public


Abstract In this research thesis, we have analyzed further Ramanujan equations and described the new possible mathematical connections with various sectors of Theoretical Physics (principally like-Higgs boson dilaton mass solutions) and Cosmology
Interest: None
Save On Ramanujan’s Mathematics Applied To Various Sectors Of Theoretical Physics And Cosmology: Further Possible New Mathematical Connections. II - Michel… For Later
Published 4 months ago
Pages:
129
Reads:
1
Public

Abstract In this research thesis, we have analyzed further Ramanujan equations and described the new possible mathematical connections with various sectors of Particle Physics and Cosmological parameters (dilaton and inflaton values).
Interest: None
Save On Ramanujan’s Mathematics Applied To Various Sectors Of Particle Physics And Cosmological Parameters (Dilaton And Inflaton Values): Further Possible … For Later
Published 4 months ago
Pages:
114
Reads:
3
Public

Abstract In this research thesis, we have analyzed various Ramanujan equations and described the new possible mathematical connections with some sectors of Particle physics, in particular on the masses of the dilaton, of the candidate glueball and of the two Pion mesons.
Interest: None
Save On The Ramanujan Formulas: Mathematical Connections With Some Sectors Of Particle Physics, In Particular On The Masses Of The Dilaton, Of The Candidat… For Later
Published 4 months ago
Pages:
174
Reads:
5
Public

Abstract In this research thesis, we have analyzed various Ramanujan continued fractions and described the new possible mathematical connections with some sectors of Particle physics concerning like-particle solutions and dilaton value.
Save On Various Ramanujan Continued Fractions: Mathematical Connections With Some Sectors Of Particle Physics Concerning Like-Particle Solutions And Dilato… For Later
Published 4 months ago
Pages:
41
Reads:
0
Public

Abstract In this research thesis, we have analyzed various Ramanujan equations and described the new possible mathematical connections with some cosmological parameters and some sectors of Particle physics, in particular the masses of the two Pion mesons.
Interest: None
Save On Various Ramanujan Equations: Mathematical Connections With Some Cosmological Parameters And Some Sectors Of Particle Physics, In Particular The M… For Later
Published 4 months ago
Pages:
123
Reads:
0
Public

Abstract In this research thesis, concerning the Srinivasa Ramanujan Manuscripts, we have analyzed various formulas, the Rogers-Ramanujan continued fractions, the mock theta functions and some sectors of Cosmology and Theoretical Physics. We have obtained further new possible mathematical connectio...
Save On The Srinivasa Ramanujan Manuscripts: Further And New Mathematical Developments Between Various Formulas, The Rogers-Ramanujan Continued Fractions, … For Later
Published 4 months ago
Pages:
131
Reads:
1
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Abstract In this research thesis, we have analyzed some parts of Ramanujan’s Manuscripts and obtained new mathematical connections between several Ramanujan’s equations, the Rogers-Ramanujan continued fractions and some sectors of Cosmology and Theoretical Physics .
Save Analyzing Some Parts Of Ramanujan’s Manuscripts: Mathematical Connections Between Several Ramanujan’s Equations, The Rogers-Ramanujan Continued Fracti… For Later
Published 5 months ago
Pages:
172
Reads:
2
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Abstract In this research thesis, we have analyzed some parts of Ramanujan’s Manuscripts and obtained new mathematical connections between several Ramanujan’s equations, the Rogers-Ramanujan continued fractions and the Dilaton value.
Interest: None
Save Analyzing Some Parts Of Ramanujan’s Manuscripts. Mathematical Connections Between Several Ramanujan’s Equations, The Rogers-Ramanujan Continued Fracti… For Later
Published 5 months ago
Pages:
117
Reads:
2
Public

Abstract In this research thesis, we have described some new possible Mathematical connections between various equations concerning the Ramanujan’s sum of two cubes, ζ(2), ?, ?, Ramanujan’s mock theta functions and some sectors of Theoretical Physics
Interest: None
Save On Some New Mathematical Connections Between Ramanujan’s Sum Of Two Cubes, Ζ(2), ?, ?, Ramanujan’s Mock Theta Functions And Various Sectors Of Theoret… For Later
Published 5 months ago
Pages:
91
Reads:
0
Public

Abstract In this research thesis, we have described the new possible mathematical connections between some equations of various topics concerning the f(T) teleparallel gravity and cosmology, the Rogers-Ramanujan continued fractions and the Ramanujan’s mock theta functions.
Interest: None
Save On Some New Mathematical Connections Between Various Equations Of The F(T) Teleparallel Gravity And Cosmology, The Rogers-Ramanujan Continued Fraction… For Later
Published 5 months ago
Pages:
96
Reads:
0
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Abstract In the present research thesis, we have obtained further interesting new possible mathematical connections concerning some sectors of Ramanujan’s mathematics, some sectors of Particle Physics, inherent principally the Dark Matter candidate particles and the physics of black holes (Raman...
Save Further Mathematical Connections Between The Dark Matter Candidate Particles, Some Ramanujan Formulas And The Physics Of Black Holes. III - Michele Na… For Later
Published 5 months ago
Pages:
35
Reads:
2
Public

Abstract In this research thesis, we have described the new possible mathematical connections between some equations of various topics concerning the Bouncing Cosmology, the Cosmological Constraints regarding the Dilaton Inflation and some sectors of Number Theory, principally the Rogers-Ramanujan ...
Interest: None
Save On Some New Mathematical Connections Between Various Equations Of The Bouncing Cosmology, The Cosmological Constraints Concerning The Dilaton Inflatio… For Later
Published 5 months ago
Pages:
137
Reads:
0
Public

Abstract In this research thesis, we have described some new mathematical connections between Hardy and Ramanujan mathematics and some sectors of Particle Physics and a possible theoretical value of Dark Matter mass
Interest: None
Save Ramanujan And Hardy's Mathematics: New Possible Mathematical Connections With Some Sectors Of Particle Physics And A Possible Theoretical Value Of Dar… For Later
Published 5 months ago
Pages:
73
Reads:
2
Public

Abstract In this research thesis, we have described some new mathematical connections between some equations of various topics concerning the Dilaton value, the Bouncing Cosmology and some sectors of Number Theory (Riemann’s functions of S. Ramanujan and Rogers-Ramanujan continued fractions).
Interest: None
Save On The Possible Mathematical Connections Between Some Equations Of Various Topics Concerning The Dilaton Value, The D-Brane, The Bouncing Cosmology An… For Later
Published 5 months ago
Pages:
108
Reads:
0
Public

Abstract In this research thesis, we have described some new mathematical connections between some equations of the Ramanujan’s manuscripts, the Rogers-Ramanujan continued fractions and some sectors of Particle Physics (physical parameters of mesons and dilatons, in particular the values of the mas...
Interest: None
Remove On Some New Possible Mathematical Connections Between Some Equations Of The Ramanujan’s Manuscripts, The Rogers-Ramanujan Continued Fractions And Some… From Saved
Published 5 months ago
Pages:
152
Reads:
1
Public

Abstract In this research thesis, we have described some new mathematical connections between some equations of various topics concerning the D-Branes and some sectors of Number Theory (Rogers-Ramanujan continued fractions and mock theta functions).
Save On The Possible Mathematical Connections Between Some Equations Of Various Topics Concerning The D-Branes And Some Sectors Of Number Theory (Rogers- R… For Later
Published 5 months ago
Pages:
201
Reads:
0
Public

Abstract In this research thesis, we have described some new mathematical connections between some equations of Dirichlet L-functions, some equations of D-Branes and Rogers-Ramanujan continued fractions.
Interest: None
Save Further Mathematical Connections Between Some Equations Of Dirichlet Lfunctions, Some Equations Of D-Branes And The Rogers-Ramanujan Continued Fractio… For Later
Published 5 months ago
Pages:
113
Reads:
0
Public

Abstract In this research thesis, we have described some new mathematical connections between some equations of certain Dirichlet series, some equations of D-Branes and Rogers-Ramanujan formulas that link π, e and ϕ.
Interest: None
Save On The Possible Mathematical Connections Between Some Equations Of Certain Dirichlet Series, Some Equations Of D-Branes And Ramanujan Formula That Lin… For Later
Published 5 months ago
Pages:
308
Reads:
0
Public

Abstract In this research thesis, we have described some new mathematical connections between some equations of certain Dirichlet series, some equations of D-Branes and Rogers-Ramanujan formulas that link π, e and ϕ.
Save On The Possible Mathematical Connections Between Some Equations Of Certain Dirichlet Series, Some Equations Of D-Branes And Rogers-Ramanujan Formulas … For Later
Published 5 months ago
Pages:
153
Reads:
1
Public

Abstract In this research thesis, we have described some new mathematical connections between some equations of various sectors concerning the D-Branes and some Ramanujan’s modular equations and approximations to ?.
Interest: None
Save On The Possible Mathematical Connections Between Some Equations Of Various Sectors Concerning The D-Branes And Some Ramanujan’s Modular Equations And … For Later
Published 5 months ago
Pages:
59
Reads:
0
Public

Abstract In the present research thesis, we have obtained various and interesting new mathematical connections concerning ?, ζ(2), the Rogers-Ramanujan identities, the Holographic Proton Mass, some like-particle solutions and the Black Hole Entropies.
Interest: None
Save On Some Mathematical Connections Between ?, Ζ(2), The Rogers-Ramanujan Identities, The Holographic Proton Mass, Some Like-Particle Solutions And The B… For Later
Published 6 months ago
Pages:
198
Reads:
1
Public

Abstract In the present research thesis, we have obtained various and interesting new possible mathematical results concerning the Rogers-Ramanujan identities and some continued fractions. Furthermore, we have described new possible Mathematical connections with the mass value of candidate “gluebal...
Interest: None
Save On The Rogers-Ramanujan Identities And Continued Fractions: New Possible Mathematical Developments And Mathematical Connections With The Mass Value Of… For Later
Published 6 months ago
Pages:
210
Reads:
1
Public

Abstract In the present research thesis, we have obtained various and interesting new possible mathematical connections concerning the exact renormalization group and some sectors of Ramanujan mathematics, String Theory and Particle Physics
Interest: None
Save On The Polchinski’s Equation Concerning The Exact Renormalization Group. Mathematical Connections With Some Sectors Of Ramanujan Mathematics, String T… For Later
Published 6 months ago
Pages:
144
Reads:
0
Public

Abstract In the present research thesis, we have obtained further interesting mathematical connections with various Ramanujan’s Mock theta functions of order 8, order 7, order 6, order 2 and some sectors of Particle Physics and Black Hole Physics.
Interest: None
Save On The New Developments Concerning The Mock Theta Functions Of Various Order. Further Mathematical Connections With Some Sectors Of Particle Physics A… For Later
Published 6 months ago
Pages:
161
Reads:
0
Public

Abstract In the present research thesis, we have obtained various and interesting new possible mathematical developments concerning some Ramanujan’s Mock theta functions of tenth order and mathematical connections with some sectors of Particle Physics and Black Hole physics
Interest: None
Save On The Ramanujan’s Mock Theta Functions Of Tenth Order: New Possible Mathematical Developments And Mathematical Connections With Some Sectors Of Parti… For Later
Published 6 months ago
Pages:
136
Reads:
1
Public

Ramanujan’s Fundamental Formula to obtain the Golden Ratio. A new Cosmological interpretation with Figure
Interest: None
Save Ramanujan’s Fundamental Formula To Obtain The Golden Ratio: A New Cosmological Interpretation For Later
Published 6 months ago
Pages:
2
Reads:
0
Public

Abstract In the present research thesis, we have obtained various and interesting new possible mathematical results concerning ζ(2), ? and the Rogers-Ramanujan identity. We obtain various mathematical connections with some sectors of Particles Physics and the Black Hole physical parameters.
Interest: None
Save New Possible Mathematical Developments Concerning Ζ(2), ?, The Rogers- Ramanujan Identity: Mathematical Connections With Some Sectors Of Particles Phy… For Later
Published 6 months ago
Pages:
197
Reads:
0
Public

Abstract In the present research thesis, we have obtained various and interesting new mathematical connections concerning the fundamental Ramanujan’s formula to obtain a highly precise golden ratio, some sectors of Particle Physics and Black Holes entropies.
Interest: None
Save On The Ramanujan’s Fundamental Formula For Obtain A Highly Precise Golden Ratio: Mathematical Connections With Black Holes Entropies And Like-Particle… For Later
Published 6 months ago
Pages:
79
Reads:
0
Public

Abstract In the present research thesis, we have obtained various interesting new mathematical connections concerning the Ramanujan’s mock theta functions, some like-particle solutions, Supersymmetry, some formulas of Haramein’s Theory and Black Holes entropies. We obtain excellent approximation...
Interest: None
Save From Ramanujan’s Mock Theta Functions To Black Hole Entropies And Particle Physics: Symmetry, Supersymmetry And Golden Ratio For Later
Published 6 months ago
Pages:
151
Reads:
2
Public

Abstract In the present research thesis, we have obtained various interesting new possible mathematical connections between the Ramanujan Modular Equations, Class Invariants, the Mock Theta Functions, some particle-like solutions, Black Holes entropies, ζ(2) and Golden Ratio
Interest: None


RAMANUJAN-NARDELLI MOCK GENERAL FORMULA THAT LINKED MASS, TEMPERATURE AND RADIUS OF A QUANTUM OR SUPERMASSIVE BLACK HOLE TO AN APPROXIMATION TO ? AND ζ(2)
Interest: None
Save RAMANUJAN-NARDELLI MOCK GENERAL FORMULA THAT LINKED MASS, TEMPERATURE AND RADIUS OF A QUANTUM OR SUPERMASSIVE BLACK HOLE TO AN APPROXIMATION TO ? AND … For Later
Published 6 months ago
Pages:
2
Reads:
1
Public

In the present research thesis, we have obtained further interesting new possible mathematical connections concerning the mathematics of Ramanujan mock theta functions, some sectors of Particle Physics, concerning principally the Dark Matter candidate particles and the physics of black holes.
Interest: None
Remove Further Mathematical Connections Between The Dark Matter Candidate Particles, Some Ramanujan’s Mock Theta Functions And The Physics Of Black Holes. II From Saved
Published 7 months ago
Pages:
114
Reads:
1
Public

In the present research thesis, we have obtained various interesting new possible mathematical connections concerning some developments of Ramanujan’s Mock Theta Functions, some sectors of Particle Physics, concerning principally the Dark Matter candidate particles and the physics of black holes.
Save On The Hypothetical Dark Matter Candidate Particles: New Mathematical Connections With The Physics Of Black Holes And Some Developments Of Ramanujan’s… For Later
Published 7 months ago
Pages:
166
Reads:
3
Public

Abstract In this research paper, we have obtained further mathematical connections with some sectors of Particle Physics, String Theory and Physics of Black Holes (entropy) and the Ramanujan approximation to ?, invariant class and other expressions extracted from some pages of original manuscript
Interest: None
Save Ramanujan Approximations To ?, Invariant Class And Other Expressions: Further Mathematical Connections With Some Sectors Of Particle Physics, String T… For Later
Published 8 months ago
Pages:
172
Reads:
0
Public

Abstract In this research paper, we have described and analyzed the possible mathematical connections between various Ramanujan’s equations and some sectors of Particle Physics (rest mass of meson f0(1710), mass of proton, electric charge of positron, mass of Higgs boson), String Theory and Ph...
Interest: None
Save On The Possible Mathematical Connections Between Various Ramanujan’s Equations And Some Sectors Of Particle Physics, String Theory And Physics Of Blac… For Later
Published 8 months ago
Pages:
172
Reads:
1
Public

Abstract In this research paper we have obtained some interesting mathematical connections between the Mock Theta functions of the Ramanujan’s last letter and some sectors of Particle Physics, Cosmology and some expressions concerning the Monster Group, the Black Hole entropies and the hypothetic...
Interest: None
Save On The Ramanujan’s Mock Θ-Functions Of His Last Letter: Mathematical Connections With Some Sectors Of Particle Physics, Cosmology, Some Expressions Co… For Later
Published 8 months ago
Pages:
220
Reads:
1
Public

Abstract In this research paper we have obtained some interesting mathematical connections between the Mock Theta functions of the Ramanujan’s last letter and some expressions concerning the mass of some particles, the black hole entropy and the hypothetical mass of Dark Matter particles
Interest: None
Save On The Ramanujan’s Mock Θ-Functions Of His Last Letter: Mathematical Connections With Some Expressions Concerning The Mass Of Some Particles, The Blac… For Later
Published 8 months ago
Pages:
234
Reads:
0
Public

Abstract In the present research thesis, we have obtained various and interesting new possible mathematical developments concerning some Ramanujan’s Mock theta functions of tenth order and mathematical connections with some sectors of Particle Physics and Black Hole physics
Interest: None
Save On The Ramanujan’s Mock Theta Functions Of Tenth Order: New Possible Mathematical Developments And Mathematical Connections With Some Sectors Of Parti… For Later
Published 8 months ago
Pages:
185
Reads:
0
Public

Abstract In the present research thesis, we have obtained various and interesting new possible mathematical results concerning some equations of the Ramanujan’s Master Theorem. Furthermore, we have described new possible mathematical connections with the mass value of candidate “glueball” f0(1710...
Interest: None
Save On Some Formulas Concerning The Ramanujan’s Master Theorem: New Possible Mathematical Developments And Mathematical Connections With The Mass Value Of… For Later
Published 8 months ago
Pages:
181
Reads:
2
Public

Abstract In the present research thesis, we have obtained various and interesting mathematical connections between some equations of the ‘Black Hole Entropy and Soft Hair’, the fundamental last paper of S.W. Hawking, mathematics and physics of Black Hole, Ramanujan’s Class Invariants and Mock Theta...
Interest: None
Save On The Possible Mathematical Connections Between Some Equations Of The ‘Black Hole Entropy And Soft Hair’, Black Hole Physics, Ramanujan’s Class Invar… For Later
Published 8 months ago
Pages:
202
Reads:
4
Public

Abstract In the present research thesis, we have obtained various and interesting new possible mathematical results concerning various Ramanujan’s formulas. Furthermore, we have described new possible mathematical connections with the mass value of candidate “glueball” f0(1710) meson, other parti...
Interest: None
Save On Some Ramanujan Formulas: New Possible Mathematical Developments And Mathematical Connections With The Mass Value Of Candidate “Glueball” F0(1710) M… For Later
Published 8 months ago
Pages:
150
Reads:
1
Public

Abstract In this research paper we have obtained some interesting mathematical connections between various equations inherent the works concerning JT Gravity, open strings on the Rindler Horizon, Gauge Theory and integrability and Topological Gravity of Witten et al. and some sectors of Ramanujan...
Interest: None
Save On Various Equations Inherent The Works Concerning JT Gravity, Open Strings On The Rindler Horizon, Gauge Theory And Integrability And Topological Gra… For Later
Published 8 months ago
Pages:
357
Reads:
2
Public

In the present research thesis, we have obtained various and interesting mathematical connections with the Ramanujan’s numbers 1728, 1729, 728, 729 and some sectors of Particle Physics and Supersymmetry
Interest: None
Save On The Various Mathematical Connections With The Ramanujan’s Numbers 1729, 728, The Ramanujan’s Class Invariant, Some Sectors Of Particle Physics And … For Later
Published 10 months ago
Pages:
186
Reads:
1
Public

In this thesis revisited we have described some new mathematical connections between Maxwell’s Equations, some sectors of the String Theory and Particle Physics, and some sectors of Number Theory, precisely various Ramanujan’s expressions and equations. (SECOND VERSION)
Save A New Mathematical Connections Between Maxwell’s Equations, Some Sectors Of The String Theory And Particle Physics, And Some Ramanujan’s Equations. For Later
Published 11 months ago
Pages:
179
Reads:
10
Public

In this paper we have described some new mathematical connections between Maxwell’s Equations, some sectors of the String Theory , Particle Physics, and some sectors of Number Theory, precisely various Ramanujan’s expressions and equations


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