In this work, we study elliptic divisibility sequences over finite fields. Morgan Ward in [14], [15] gave arithmetic theory of elliptic divisibility sequences and formulas for elliptic divisibility sequences with rank two over finite field Fp. We study elliptic divisibility sequences with rank three, four and five over a finite field Fp, where p > 3 is a prime and give general terms of these sequences and then we determine elliptic and singular curves associated with these sequences
{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...
The main goal of this thesis is the study of elliptic curves over finite fields and the number of po...
In this work, we study elliptic divisibility sequences over finite fields. Morgan Ward in [14], [15]...
We develop techniques first studied by Morgan Ward to characterize sequences which arise from ellipt...
In this work we study elliptic divisibility sequences over finite fields. MorganWard in [11, 12] gav...
Elliptic divisibility sequences were first studied by Morgan Ward in 1948 [11]. These are integer se...
AbstractLet n⩾5 be an integer. We provide an effective method for finding all elliptic curves in sho...
Morgan Ward pursued the study of elliptic divisibility sequences initiated by Lucas, and Chudnovsky ...
Abstract. In this note we study the existence of primes and of primi-tive divisors in function field...
Morgan Ward pursued the study of elliptic divisibility sequences initiated by Lucas, and Chudnovsky ...
AbstractIt is shown that there are finitely many perfect powers in an elliptic divisibility sequence...
Abstract. Let D = (Dn)n≥1 be an elliptic divisibility sequence. We study the set S(D) of indices n s...
We study a problem on specializations of multiples of rational points on elliptic curves analogous t...
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...
The main goal of this thesis is the study of elliptic curves over finite fields and the number of po...
In this work, we study elliptic divisibility sequences over finite fields. Morgan Ward in [14], [15]...
We develop techniques first studied by Morgan Ward to characterize sequences which arise from ellipt...
In this work we study elliptic divisibility sequences over finite fields. MorganWard in [11, 12] gav...
Elliptic divisibility sequences were first studied by Morgan Ward in 1948 [11]. These are integer se...
AbstractLet n⩾5 be an integer. We provide an effective method for finding all elliptic curves in sho...
Morgan Ward pursued the study of elliptic divisibility sequences initiated by Lucas, and Chudnovsky ...
Abstract. In this note we study the existence of primes and of primi-tive divisors in function field...
Morgan Ward pursued the study of elliptic divisibility sequences initiated by Lucas, and Chudnovsky ...
AbstractIt is shown that there are finitely many perfect powers in an elliptic divisibility sequence...
Abstract. Let D = (Dn)n≥1 be an elliptic divisibility sequence. We study the set S(D) of indices n s...
We study a problem on specializations of multiples of rational points on elliptic curves analogous t...
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...
The main goal of this thesis is the study of elliptic curves over finite fields and the number of po...