Majorations de fonctions arithmétiques en moyenne sur des ensembles de faible densité
Majorations de la fonction sommatoire de la fonction de Möbius
Matematika hudebních nástrojů
Matrix transformations of integer sequences.
Maximal sets of integers with distinct divisors.
Mean values of generalized gcd-sum and lcm-sum functions.
Medial groupoids and Mersenne numbers
Mellin Transforms and Fourier-Ramanujan Expansions.
Méthodes de crible et fonctions sommes des chiffres
Méthodes de factorisation et nombre de classes des corps quadratiques
Méthodes élémentaires en vue du théorème de Sylvester
Metric diophantine approximation and probability.
Metric properties of alternating Oppenheim expansions
Midy's theorem for periodic decimals.
Minimal redundant digit expansions in the gaussian integers
We consider minimal redundant digit expansions in canonical number systems in the gaussian integers. In contrast to the case of rational integers, where the knowledge of the two least significant digits in the “standard” expansion suffices to calculate the least significant digit in a minimal redundant expansion, such a property does not hold in the gaussian numbers : We prove that there exist pairs of numbers whose non-redundant expansions agree arbitrarily well but which have different least significant...
Minoration de la période du développement de √(a²n²+bn+c) en fraction continue
Miszellen zur Primzahlmethode.
Mittelwert der Eulerschen ...-Funktion und des Quadrates der Dirichletschen Teilerfunktion in algebraischen Zahlkörpern.
Mittelwerte zahlentheoretischer Funktionen und lineare Kongruenzsysteme.
Mod structure of alternating and non-alternating multiple harmonic sums
The well-known Wolstenholme’s Theorem says that for every prime the -st partial sum of the harmonic series is congruent to modulo . If one replaces the harmonic series by for even, then the modulus has to be changed from to just . One may consider generalizations of this to multiple harmonic sums (MHS) and alternating multiple harmonic sums (AMHS) which are partial sums of multiple zeta value series and the alternating Euler sums, respectively. A lot of results along this direction...