In the paper it is shown how a form of the classical FERMAT-EULER Theorem discovered by F. SMARANDACHE fits into the generalizations found by S.SCHWARZ, M.LASSAK and the author. Then we show how SMARANDACHE'S
algorithm can be used to effective computations of the so called group membership

Porubsky, Stefan

English

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Elementary and Analytic Theory of Algebraic Numbers, PWN,

Fermat-Euler theorem in algebraic number fields,

Ideal Theory,

SCHWARZ,S.: The role of semigroups in the elementary theory of numbers,

SMARANDACHE,F.: [fne generalisation du thioreme d'Eu/er,

Step 1: A:= a, M := m, i := 0 Step 2: COMPUTE d = (a, m) AND M'

The structure of the multiplicative grou.p of residue classes modulo pN+l,

On Smarandache's form of the individual Fermat-Euler theorem

https://zenodo.org/record/9058/files/FermatEulerT.pdf

On Smarandache's form of the individual Fermat-Euler theorem

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