DOIAbstract
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 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
In this work we introduce the triangular double sequences of arbitrary order given by linear recurre...
We obtain an upper bound on exponential sums of a new type with linear recurrence sequences. We appl...
In the introduction to the time series course (MAT8181) this morning, we did spend some time on the ...
International audienceWe improve by one exponential W. M. Schmidt's estimate for the Skolem-Mahler-L...
In the following chapter we address the techniques for the resolution of some celebrated recurrence ...
This paper provides a survey of the dissertation of the first named author [6]. The thesis deals wit...
A linear recurrence is a linear operator which maps rn into rn-1, where (rn) is a (recursive) sequen...
Recurrence sequences are of great intrinsic interest and have been a central part of number theory f...
AbstractWe relate sequences generated by recurrences with polynomial coefficients to interleaving an...
AbstractWe derive an upper bound for the minimal length of a linear recurrence satisfied by a sequen...
AbstractWe prove a lemma regarding the linear independence of certain vectors and use it to improve ...
Let Gn be a k-th (k ≥ 2) order linear recurrence sequence of integers defined by initial terms G0,.....
In this paper we prove some van der Waerden type theorems for linear recurrence sequences. Under the...
International audienceWe study recurrence, and multiple recurrence, properties along the $k$-th powe...
Abstract. A recurrence matrix is a matrix whose terms are sequential members of a linear homogeneous...
In this work we introduce the triangular double sequences of arbitrary order given by linear recurre...
We obtain an upper bound on exponential sums of a new type with linear recurrence sequences. We appl...
In the introduction to the time series course (MAT8181) this morning, we did spend some time on the ...
International audienceWe improve by one exponential W. M. Schmidt's estimate for the Skolem-Mahler-L...
In the following chapter we address the techniques for the resolution of some celebrated recurrence ...
This paper provides a survey of the dissertation of the first named author [6]. The thesis deals wit...
A linear recurrence is a linear operator which maps rn into rn-1, where (rn) is a (recursive) sequen...
Recurrence sequences are of great intrinsic interest and have been a central part of number theory f...
AbstractWe relate sequences generated by recurrences with polynomial coefficients to interleaving an...
AbstractWe derive an upper bound for the minimal length of a linear recurrence satisfied by a sequen...
AbstractWe prove a lemma regarding the linear independence of certain vectors and use it to improve ...
Let Gn be a k-th (k ≥ 2) order linear recurrence sequence of integers defined by initial terms G0,.....
In this paper we prove some van der Waerden type theorems for linear recurrence sequences. Under the...
International audienceWe study recurrence, and multiple recurrence, properties along the $k$-th powe...
Abstract. A recurrence matrix is a matrix whose terms are sequential members of a linear homogeneous...
In this work we introduce the triangular double sequences of arbitrary order given by linear recurre...
We obtain an upper bound on exponential sums of a new type with linear recurrence sequences. We appl...
In the introduction to the time series course (MAT8181) this morning, we did spend some time on the ...
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