30 pages, submittedWe consider a particular case of an analog for elliptic curves to the Mersenne problem : finding explicitely all prime power terms in an elliptic divisibility sequence when descent via isogeny is possible. We explain how this question can be related to classical problems in diophantine geometry and we compute an explicit upper bound on the index of prime power terms in magnified elliptic divisibility sequences
AbstractSilverman proved the analogue of Zsigmondy's Theorem for elliptic divisibility sequences. Fo...
{Silverman proved the analogue of Zsigmondy's Theorem for elliptic divisibility sequences. For ellip...
{Silverman proved the analogue of Zsigmondy's Theorem for elliptic divisibility sequences. For ellip...
30 pages, submittedWe consider a particular case of an analog for elliptic curves to the Mersenne pr...
30 pages, submittedWe consider a particular case of an analog for elliptic curves to the Mersenne pr...
30 pages, submittedWe consider a particular case of an analog for elliptic curves to the Mersenne pr...
We study a problem on specializations of multiples of rational points on elliptic curves analogous t...
AbstractIt is shown that there are finitely many perfect powers in an elliptic divisibility sequence...
Morgan Ward pursued the study of elliptic divisibility sequences initiated by Lucas, and Chudnovsky ...
Morgan Ward pursued the study of elliptic divisibility sequences initiated by Lucas, and Chudnovsky ...
Abstract. Let D = (Dn)n≥1 be an elliptic divisibility sequence. We study the set S(D) of indices n s...
We develop techniques first studied by Morgan Ward to characterize sequences which arise from ellipt...
AbstractLet n⩾5 be an integer. We provide an effective method for finding all elliptic curves in sho...
An elliptic divisibility sequence, generated by a point in the image of a rational isogeny, is shown...
We give an overview of two important families of divisibility sequences: the Lehmer--Pierce family (...
AbstractSilverman proved the analogue of Zsigmondy's Theorem for elliptic divisibility sequences. Fo...
{Silverman proved the analogue of Zsigmondy's Theorem for elliptic divisibility sequences. For ellip...
{Silverman proved the analogue of Zsigmondy's Theorem for elliptic divisibility sequences. For ellip...
30 pages, submittedWe consider a particular case of an analog for elliptic curves to the Mersenne pr...
30 pages, submittedWe consider a particular case of an analog for elliptic curves to the Mersenne pr...
30 pages, submittedWe consider a particular case of an analog for elliptic curves to the Mersenne pr...
We study a problem on specializations of multiples of rational points on elliptic curves analogous t...
AbstractIt is shown that there are finitely many perfect powers in an elliptic divisibility sequence...
Morgan Ward pursued the study of elliptic divisibility sequences initiated by Lucas, and Chudnovsky ...
Morgan Ward pursued the study of elliptic divisibility sequences initiated by Lucas, and Chudnovsky ...
Abstract. Let D = (Dn)n≥1 be an elliptic divisibility sequence. We study the set S(D) of indices n s...
We develop techniques first studied by Morgan Ward to characterize sequences which arise from ellipt...
AbstractLet n⩾5 be an integer. We provide an effective method for finding all elliptic curves in sho...
An elliptic divisibility sequence, generated by a point in the image of a rational isogeny, is shown...
We give an overview of two important families of divisibility sequences: the Lehmer--Pierce family (...
AbstractSilverman proved the analogue of Zsigmondy's Theorem for elliptic divisibility sequences. Fo...
{Silverman proved the analogue of Zsigmondy's Theorem for elliptic divisibility sequences. For ellip...
{Silverman proved the analogue of Zsigmondy's Theorem for elliptic divisibility sequences. For ellip...