Add to ORKGThis thesis is a history of Stickelberger's theorem, from Gauss' sixth proof of quadratic reciprocity to Stickelberger's landmark paper.No embarg
It is well known that Gauss has found the first complete proof of quadratic reciprocity laws in [2] ...
AbstractA neglected entry in Gauss' Tagebuch records a conjecture on cyclotomic norms followed by a ...
Gauss’s quadratic reciprocity theorem is among the most important results in the history of number t...
This thesis is a history of Stickelberger's theorem, from Gauss' sixth proof of quadratic reciprocit...
The law of quadratic reciprocity is an important result in number theory. The purpose of this thesis...
In 2005 Blache studied certain generalized Gauss sums and established an analogue for them of Sticke...
In this article we shall prove Stickelberger’s theorem using factorisation of Gauss sums. This theor...
This book is the English translation of Baumgart’s thesis on the early proofs of the quadratic recip...
This project investigates the development of four different proofs of the law of quadratic reciproci...
In this thesis we will take a look at the development of the law of quadratic reciprocity. What is n...
This paper deals with The Law of Quadratic Reciprocity which is considered to be the major theorem o...
AbstractAn 1874 article by J. W. L. Glaisher asserted that the eight queens problem of recreational ...
In this article we study the 2-Selmer groups of number fields F as well as some related groups, and ...
was guessed by Euler and Legendre and whose first complete proof was supplied by Gauss. A result cen...
AbstractWe give an explicit version of a classical theorem of Stickelberger on the representation of...
It is well known that Gauss has found the first complete proof of quadratic reciprocity laws in [2] ...
AbstractA neglected entry in Gauss' Tagebuch records a conjecture on cyclotomic norms followed by a ...
Gauss’s quadratic reciprocity theorem is among the most important results in the history of number t...
This thesis is a history of Stickelberger's theorem, from Gauss' sixth proof of quadratic reciprocit...
The law of quadratic reciprocity is an important result in number theory. The purpose of this thesis...
In 2005 Blache studied certain generalized Gauss sums and established an analogue for them of Sticke...
In this article we shall prove Stickelberger’s theorem using factorisation of Gauss sums. This theor...
This book is the English translation of Baumgart’s thesis on the early proofs of the quadratic recip...
This project investigates the development of four different proofs of the law of quadratic reciproci...
In this thesis we will take a look at the development of the law of quadratic reciprocity. What is n...
This paper deals with The Law of Quadratic Reciprocity which is considered to be the major theorem o...
AbstractAn 1874 article by J. W. L. Glaisher asserted that the eight queens problem of recreational ...
In this article we study the 2-Selmer groups of number fields F as well as some related groups, and ...
was guessed by Euler and Legendre and whose first complete proof was supplied by Gauss. A result cen...
AbstractWe give an explicit version of a classical theorem of Stickelberger on the representation of...
It is well known that Gauss has found the first complete proof of quadratic reciprocity laws in [2] ...
AbstractA neglected entry in Gauss' Tagebuch records a conjecture on cyclotomic norms followed by a ...
Gauss’s quadratic reciprocity theorem is among the most important results in the history of number t...