Publication date
March 2018
DOIAbstract
Some connections there are between number theory -especially the Riemann Hypothesis- and physics are explored.<br
Some connections there are between number theory -especially the Riemann Hypothesis- and physics are explored.<br
Abstract. Riemann’s interest in physics is clear from his legacy, which is discussed in detail in al...
Neste trabalho, introduzimos a função zeta de Riemann \'ZETA\'(s), para s \'PERTENCE\' C \\ e apres...
Number Theory, which is typically referred to as “The Queen of Mathematics” is a branch of pure math...
In the first part we present the number theoretical properties of the Riemann zeta function and form...
In this article we explore connections between specific numbers and geometry, revealing new connect...
The interrelation between pure mathematics and physics is very deep and intricate. It is similar to ...
We show that there are several very close connections between chaos and fractals and between fractal...
The work of Bernhard Riemann is discussed under the perspective of present day mathematics and physi...
Abstract. In this paper, I present a connection between the Riemann Hypothesis and model theory, and...
Number theory is one of the oldest mathematical areas. This is perhaps one of the reasons why there ...
Number theory and its applications are well known for their proven properties and excellent applicab...
The book aims to analyze and explore deep and profound relations between string field theory, higher...
According to Carl Friedrich Gauss (1777–1855), mathematics is the queen of the sciences—and number t...
Abstract The relationships between prime numbers, harmonics, the pattern in prime numbers, the harm...
This title adopts the view that physics is the primary driving force behind a number of developments...
Abstract. Riemann’s interest in physics is clear from his legacy, which is discussed in detail in al...
Neste trabalho, introduzimos a função zeta de Riemann \'ZETA\'(s), para s \'PERTENCE\' C \\ e apres...
Number Theory, which is typically referred to as “The Queen of Mathematics” is a branch of pure math...
In the first part we present the number theoretical properties of the Riemann zeta function and form...
In this article we explore connections between specific numbers and geometry, revealing new connect...
The interrelation between pure mathematics and physics is very deep and intricate. It is similar to ...
We show that there are several very close connections between chaos and fractals and between fractal...
The work of Bernhard Riemann is discussed under the perspective of present day mathematics and physi...
Abstract. In this paper, I present a connection between the Riemann Hypothesis and model theory, and...
Number theory is one of the oldest mathematical areas. This is perhaps one of the reasons why there ...
Number theory and its applications are well known for their proven properties and excellent applicab...
The book aims to analyze and explore deep and profound relations between string field theory, higher...
According to Carl Friedrich Gauss (1777–1855), mathematics is the queen of the sciences—and number t...
Abstract The relationships between prime numbers, harmonics, the pattern in prime numbers, the harm...
This title adopts the view that physics is the primary driving force behind a number of developments...
Abstract. Riemann’s interest in physics is clear from his legacy, which is discussed in detail in al...
Neste trabalho, introduzimos a função zeta de Riemann \'ZETA\'(s), para s \'PERTENCE\' C \\ e apres...
Number Theory, which is typically referred to as “The Queen of Mathematics” is a branch of pure math...
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