We extend a result of Spearman which provides a sufficient condition for elliptic curves of the form y2 = x3 - px, with p a prime, to have Mordell-Weil rank 2. As in Spearman\u27s work, the condition given here involves the existence of integer points on these curves
We consider elliptic surfaces whose coefficients are degree 2 polynomials in a variable T. It was re...
The study of elliptic curves grows out of the study of elliptic functions which dates back to work d...
We consider elliptic surfaces whose coefficients are degree 2 polynomials in a variable T. It was re...
We extend a result of Spearman which provides a sufficient condition for elliptic curves of the form...
Abstract. We extend a result of Spearman which provides a sufficient condition for elliptic curves o...
A class of prime numbers p is given for which the elliptic curve y² =x³-px has rank two. This extend...
A class of prime numbers p is given for which the elliptic curve y² =x³-px has rank two. This extend...
AbstractWe give several new constructions for moderate rank elliptic curves over Q(T). In particular...
Given the family of elliptic curves y2= x3-(1+u4) x, uQ, or equivalently y2=x3-(m4+n4)x for m,n inte...
If an integer n is written as a sum of two biquadrates in two different ways, then the elliptic curv...
The study of elliptic curves grows out of the study of elliptic functions which dates back to work d...
In this paper the family of elliptic curves over Q given by the equation y2 = (x + p)(x2 + p2) is st...
The study of elliptic curves grows out of the study of elliptic functions which dates back to work d...
In this paper the family of elliptic curves over Q given by the equation y(2) = (x + p)(x(2) + p(2))...
In this paper the family of elliptic curves over Q given by the equation y(2) = (x + p)(x(2) + p(2))...
We consider elliptic surfaces whose coefficients are degree 2 polynomials in a variable T. It was re...
The study of elliptic curves grows out of the study of elliptic functions which dates back to work d...
We consider elliptic surfaces whose coefficients are degree 2 polynomials in a variable T. It was re...
We extend a result of Spearman which provides a sufficient condition for elliptic curves of the form...
Abstract. We extend a result of Spearman which provides a sufficient condition for elliptic curves o...
A class of prime numbers p is given for which the elliptic curve y² =x³-px has rank two. This extend...
A class of prime numbers p is given for which the elliptic curve y² =x³-px has rank two. This extend...
AbstractWe give several new constructions for moderate rank elliptic curves over Q(T). In particular...
Given the family of elliptic curves y2= x3-(1+u4) x, uQ, or equivalently y2=x3-(m4+n4)x for m,n inte...
If an integer n is written as a sum of two biquadrates in two different ways, then the elliptic curv...
The study of elliptic curves grows out of the study of elliptic functions which dates back to work d...
In this paper the family of elliptic curves over Q given by the equation y2 = (x + p)(x2 + p2) is st...
The study of elliptic curves grows out of the study of elliptic functions which dates back to work d...
In this paper the family of elliptic curves over Q given by the equation y(2) = (x + p)(x(2) + p(2))...
In this paper the family of elliptic curves over Q given by the equation y(2) = (x + p)(x(2) + p(2))...
We consider elliptic surfaces whose coefficients are degree 2 polynomials in a variable T. It was re...
The study of elliptic curves grows out of the study of elliptic functions which dates back to work d...
We consider elliptic surfaces whose coefficients are degree 2 polynomials in a variable T. It was re...
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