AbstractWe prove a lemma regarding the linear independence of certain vectors and use it to improve on a bound due to Schmidt on the zero-multiplicity of linear recurrence sequences
AbstractWe strengthen a theorem of Kuijlaars and Serra Capizzano on the distribution of zeros of a s...
AbstractThe idea to use classical hypergeometric series and, in particular, well-poised hypergeometr...
AbstractA series of basic summability results are established for matrices of linear and some nonlin...
AbstractWe obtain an upper bound on exponential sums of a new type with linear recurrence sequences....
AbstractDuverney and Nishioka [D. Duverney, Ku. Nishioka, An inductive method for proving the transc...
AbstractThe recurrence for sums of powers of binomial coefficients is considered and a lower bound f...
Many papers have investigated perfect powers and polynomial values as termsof linear recursive seque...
AbstractLet R0, R1, R2,… be a nondegenerate binary linear recurrence of integers defined by Rn = ARn...
AbstractSuppose K is a field, αn∈K∗, and n is the least natural number with this property. We study ...
AbstractIn this paper we apply ECO method and the concept of numeration systems to give a combinator...
AbstractThe main theorem of this paper, proved using Mahler's method, gives a necessary and sufficie...
AbstractWe show that essentially the Fibonacci sequence is the unique binary recurrence which contai...
We investigate some Diophantine approximation constants related to the simultaneous approximation of...
AbstractWe prove a new bound on exponential sums for nonlinear recurring sequences. This result impr...
AbstractWe return to the theme of generalized derivations related to symmetric functions to correct ...
AbstractWe strengthen a theorem of Kuijlaars and Serra Capizzano on the distribution of zeros of a s...
AbstractThe idea to use classical hypergeometric series and, in particular, well-poised hypergeometr...
AbstractA series of basic summability results are established for matrices of linear and some nonlin...
AbstractWe obtain an upper bound on exponential sums of a new type with linear recurrence sequences....
AbstractDuverney and Nishioka [D. Duverney, Ku. Nishioka, An inductive method for proving the transc...
AbstractThe recurrence for sums of powers of binomial coefficients is considered and a lower bound f...
Many papers have investigated perfect powers and polynomial values as termsof linear recursive seque...
AbstractLet R0, R1, R2,… be a nondegenerate binary linear recurrence of integers defined by Rn = ARn...
AbstractSuppose K is a field, αn∈K∗, and n is the least natural number with this property. We study ...
AbstractIn this paper we apply ECO method and the concept of numeration systems to give a combinator...
AbstractThe main theorem of this paper, proved using Mahler's method, gives a necessary and sufficie...
AbstractWe show that essentially the Fibonacci sequence is the unique binary recurrence which contai...
We investigate some Diophantine approximation constants related to the simultaneous approximation of...
AbstractWe prove a new bound on exponential sums for nonlinear recurring sequences. This result impr...
AbstractWe return to the theme of generalized derivations related to symmetric functions to correct ...
AbstractWe strengthen a theorem of Kuijlaars and Serra Capizzano on the distribution of zeros of a s...
AbstractThe idea to use classical hypergeometric series and, in particular, well-poised hypergeometr...
AbstractA series of basic summability results are established for matrices of linear and some nonlin...
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