Mar 1, 2005 · Certain elliptic divisibility sequences are shown to contain only finitely many prime power terms. In some cases the methods prove that only.
Mar 1, 2005 · Theorem 1.5 implies that the equation Bn = peqf with p and q both primes bounds n. Nomenclature. Morgan Ward used the term elliptic divisibility ...
Nov 12, 2013 · Abstract. We study a problem on specializations of multiples of rational points on elliptic curves analogous to the Mersenne problem.
Missing: powers | Show results with:powers
Certain elliptic divisibility sequences are shown to contain only finitely many prime power terms, and methods prove that onlyfinitely many terms are ...
Finally, there is a subtle problem, which the Chudnovskys observed: in certain instances, all of the terms can be divisible by very high powers of small primes.
Feb 22, 2010 · Abstract: We consider a particular case of an analog for elliptic curves to the Mersenne problem : finding explicitely all prime power terms ...
Missing: powers | Show results with:powers
elliptic divisibility sequences of an easy result on Mersenne prime powers: if p is an integer such that 2p − 1 is a prime then p must be prime since. 2nm ...
Certain elliptic divisibility sequences are shown to contain only finitely many prime power terms. In certain circumstances, the methods show only finitely many ...
Nov 12, 2013 · Abstract. We study a problem on specializations of multiples of rational points on elliptic curves analogous to the Mersenne problem.
Missing: powers | Show results with:powers
This work solves the problem when descent via isogeny is possible by giving explicit bounds on the indices of prime power terms in elliptic divisibility ...