Let K be an elliptic function field over a finite field of constants k. This paper is aimed at presenting a valuation-theoretic proof of the analogue of Riemann's hypothesis for the zeta-function of K. More precisely, K is regarded as the function field of the plane elliptic curve over k defined by the nonhomogeneous equation in two variables x,
This paper explains Riemann’s derivation of the Xi-function and the Zeta-function. Starting with Rie...
This paper explains Riemann’s derivation of the Xi-function and the Zeta-function. Starting with Rie...
Abstract. A proof of the Riemann hypothesis is obtained for zeta functions constructed in Fourier an...
AbstractWe present Bombieri's proof of the Riemann hypothesis for the zeta function of a curve over ...
AbstractWe show that it is possible to approximate the zeta-function of a curve over a finite field ...
AbstractWe show that it is possible to approximate the zeta-function of a curve over a finite field ...
AbstractIn this paper, we extend Li's criterion for a function field K of genus g over a finite fiel...
Abstract. A proof of the Riemann hypothesis is obtained for zeta functions constructed in harmonic a...
We report on the gradual evolvement and the structure of Hasse’s second proof of the Riemann hypothe...
The classical Riemann Hypothesis RH is among the most prominent unsolved problems in modern mathemat...
The classical Riemann Hypothesis RH is among the most prominent unsolved problems in modern mathemat...
In this thesis we will look at some of the theory of elliptic curves. We will use this for some numb...
In this thesis we will look at some of the theory of elliptic curves. We will use this for some numb...
In this thesis we will look at some of the theory of elliptic curves. We will use this for some numb...
This paper explains Riemann’s derivation of the Xi-function and the Zeta-function. Starting with Rie...
This paper explains Riemann’s derivation of the Xi-function and the Zeta-function. Starting with Rie...
This paper explains Riemann’s derivation of the Xi-function and the Zeta-function. Starting with Rie...
Abstract. A proof of the Riemann hypothesis is obtained for zeta functions constructed in Fourier an...
AbstractWe present Bombieri's proof of the Riemann hypothesis for the zeta function of a curve over ...
AbstractWe show that it is possible to approximate the zeta-function of a curve over a finite field ...
AbstractWe show that it is possible to approximate the zeta-function of a curve over a finite field ...
AbstractIn this paper, we extend Li's criterion for a function field K of genus g over a finite fiel...
Abstract. A proof of the Riemann hypothesis is obtained for zeta functions constructed in harmonic a...
We report on the gradual evolvement and the structure of Hasse’s second proof of the Riemann hypothe...
The classical Riemann Hypothesis RH is among the most prominent unsolved problems in modern mathemat...
The classical Riemann Hypothesis RH is among the most prominent unsolved problems in modern mathemat...
In this thesis we will look at some of the theory of elliptic curves. We will use this for some numb...
In this thesis we will look at some of the theory of elliptic curves. We will use this for some numb...
In this thesis we will look at some of the theory of elliptic curves. We will use this for some numb...
This paper explains Riemann’s derivation of the Xi-function and the Zeta-function. Starting with Rie...
This paper explains Riemann’s derivation of the Xi-function and the Zeta-function. Starting with Rie...
This paper explains Riemann’s derivation of the Xi-function and the Zeta-function. Starting with Rie...
Abstract. A proof of the Riemann hypothesis is obtained for zeta functions constructed in Fourier an...
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