Periodicity of some recurrence sequences modulo .
Periodicity of β-expansions for certain Pisot units*
Given β > 1, let TβThe iteration of this transformation gives rise to the greedy β-expansion. There has been extensive research on the properties of this expansion and its dependence on the parameter β.In [17], K. Schmidt analyzed the set of periodic points of Tβ, where β is a Pisot number. In an attempt to generalize some of his results, we study, for certain Pisot units, a different expansion that we call linear expansionwhere each ei...
Periodicity problem of substitutions over ternary alphabets
In this paper, we characterize the substitutions over a three-letter alphabet which generate a ultimately periodic sequence.
Periodicity Problem of Substitutions over Ternary Alphabets
In this paper, we characterize the substitutions over a three-letter alphabet which generate a ultimately periodic sequence.
Périodiques p-adiques et lois de réciprocité explicites.
Periodische und multiplikative zahlentheoretische Funktionen.
Periodizitätseigenschaften p-adischer Kettenbrüche.
Periods of integrals for
Periods of Mixed Cusp Forms.
Periods of modular forms and Jacobi theta functions.
Periods of sets of lengths: a quantitative result and an associated inverse problem
The investigation of quantitative aspects of non-unique factorizations in the ring of integers of an algebraic number field gives rise to combinatorial problems in the class group of this number field. In this paper we investigate the combinatorial problems related to the function 𝓟(H,𝓓,M)(x), counting elements whose sets of lengths have period 𝓓, for extreme choices of 𝓓. If the class group meets certain conditions, we obtain the value of an exponent in the asymptotic formula of this function...
Periods of β-expansions and linear recurrent sequences
Periods, poles of L-functions and symplectic-orthogonal theta lifts.
Permanence de relations de récurrence dans certains développements asymptotiques. (Permanence of recurrence relations in certain asymptotic expansions).
Permutation binomials.
Permutation functions and (n,m)-commutativity of semigroups .
Permutation matrices and matrix equivalence over a finite field.
Permutation polynomials in several variables over finite fields
Permutation Polynomials of the Form x... f (x...) and Their Group Structure.
Permutations avoiding an increasing number of length-increasing forbidden subsequences.