AbstractA neglected entry in Gauss' Tagebuch records a conjecture on cyclotomic norms followed by a sketch of a disproof. It illustrates how he originally thought about that topic, and it also allows us to reconstruct an example of the day-to-day work that lay behind his great publications
International audienceemainder problems have a long tradition and were widely disseminated in books ...
Carl Friedrich Gauss, Mathematisches Tagebuch, 1796-1814, trad. E. Schuhmann, K.-R. Biermann, notes ...
Gaussian periods are cyclotomic integers with a long history in number theory and connections to pro...
AbstractA neglected entry in Gauss' Tagebuch records a conjecture on cyclotomic norms followed by a ...
SummariesIn his dissertation Gauss mentions that in some other work he refused to simplify the proof...
AbstractA new translation and a new interpretation of the third entry in Gauss' diary are presented
t the age of eighteen, Gauss established the constructibility of the 17-gon, a result that had elude...
This exposition reviews what exactly Gauss asserted and what did he prove in the last chapter of Dis...
This exposition reviews what exactly Gauss asserted and what did he prove in the last chapter of Dis...
SummariesIn section 341 of his Disquisitiones Arithmeticae C. F. Gauss shows the irreducibility of t...
This exposition reviews what exactly Gauss asserted and what did he prove in the last chapter of Dis...
This exposition reviews what exactly Gauss asserted and what did he prove in the last chapter of Dis...
AbstractIn an attempt to reveal the breadth of Gauss's interest in geometry, this account is divided...
AbstractPerhaps this obscure entry refers to the sum of all numbers smaller than a given number and ...
AbstractAn 1874 article by J. W. L. Glaisher asserted that the eight queens problem of recreational ...
International audienceemainder problems have a long tradition and were widely disseminated in books ...
Carl Friedrich Gauss, Mathematisches Tagebuch, 1796-1814, trad. E. Schuhmann, K.-R. Biermann, notes ...
Gaussian periods are cyclotomic integers with a long history in number theory and connections to pro...
AbstractA neglected entry in Gauss' Tagebuch records a conjecture on cyclotomic norms followed by a ...
SummariesIn his dissertation Gauss mentions that in some other work he refused to simplify the proof...
AbstractA new translation and a new interpretation of the third entry in Gauss' diary are presented
t the age of eighteen, Gauss established the constructibility of the 17-gon, a result that had elude...
This exposition reviews what exactly Gauss asserted and what did he prove in the last chapter of Dis...
This exposition reviews what exactly Gauss asserted and what did he prove in the last chapter of Dis...
SummariesIn section 341 of his Disquisitiones Arithmeticae C. F. Gauss shows the irreducibility of t...
This exposition reviews what exactly Gauss asserted and what did he prove in the last chapter of Dis...
This exposition reviews what exactly Gauss asserted and what did he prove in the last chapter of Dis...
AbstractIn an attempt to reveal the breadth of Gauss's interest in geometry, this account is divided...
AbstractPerhaps this obscure entry refers to the sum of all numbers smaller than a given number and ...
AbstractAn 1874 article by J. W. L. Glaisher asserted that the eight queens problem of recreational ...
International audienceemainder problems have a long tradition and were widely disseminated in books ...
Carl Friedrich Gauss, Mathematisches Tagebuch, 1796-1814, trad. E. Schuhmann, K.-R. Biermann, notes ...
Gaussian periods are cyclotomic integers with a long history in number theory and connections to pro...
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