A. S. Zargar

activity

20152025

collaborators

Showing 2020Show all

2 papers · 1 filter

math.NT2020

The $\thera$-congruent numbers elliptic curves via a Fermat-type theorem

Sajad Salami, Arman Shamsi Zargar

A positive integer $N$ is called a $θ$ -congruent number if there is a $\ta$-triangle $(a, b, c)$ with rational sides for which the angle between $a$ and $b$ is equal to $θ$ and its a…

math.NT2020

Rational $θ$ -parallelogram envelopes via $θ$ -congruent elliptic curves

Sajad Salami, Arman Shamsi Zargar

We introduce a new generalization of $θ$ -congruent numbers by defining the notion of rational $θ$ -parallelogram envelope for a positive integer $n$ , where $θ \in (0, π)$ is an angle…

The $\thera$-congruent numbers elliptic curves via a Fermat-type theorem

Rational θ-parallelogram envelopes via θ-congruent elliptic curves

Rational $θ$ -parallelogram envelopes via $θ$ -congruent elliptic curves