Méthodes probabilistes en théorie des nombres
Minimal bases and powers of 2
Minimal ideals and cancellation in ßN.
Minimal multipliers for consecutive Fibonacci numbers
Minimal zero sequences of finite cyclic groups.
Minimal zero-sum sequences of maximum length in the group .
Minimum sum and difference covers of abelian groups.
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...
Mod p³ analogues of theorems of Gauss and Jacobi on binomial coefficients
Modeling snow crystal growth. I: Rigorous results for Packard's digital snowflakes.
Modular relations and explicit values of Ramanujan-Selberg continued fractions.
Moessnerian theorems. How to prove them by simple graph theoretical inspection.
Monochromatic and zero-sum sets of nondecreasing modified diameter.
More on the distribution of the Fibonacci numbers modulo .
More on the Fibonacci sequence and Hessenberg matrices.
Morphismes sturmiens et règles de Rauzy
Nous donnons une caractérisation complète de tous les morphismes binaires qui préservent les mots sturmiens et montrons que les mots infinis engendrés par ces morphismes sont rigides.
Mots infinis et produits de matrices a coefficients polynomiaux
Motzkin numbers, central trinomial coefficients and hybrid polynomials.
Motzkin numbers of higher rank: generating function and explicit expression.
Multidimensional covering systems of congruences