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pro vyhledávání: '"Nikita Kondratyonok"'
Autor:
Nikita Kondratyonok, Maksim Vaskouski
Publikováno v:
Journal of Symbolic Computation. 104:134-141
The present paper is devoted to methods of the automatic verifying of the Kronecker-Vahlen theorem on the shortest length of the Euclidean algorithm in algebraic number fields with the infinite group of units. We provide explicit methods to prove tha
Autor:
Maksim Vaskouski, Nikita Kondratyonok
Publikováno v:
Journal of Symbolic Computation. 77:175-188
We investigate the problem on the validity of the Lazard theorem analogue (or the Kronecker-Vahlen theorem), which states that the least remainder Euclidean Algorithm (EA) has the shortest length over any other versions of EA, in unique factorization