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20072022
most citedCanonical Capsules: Self-Supervised Capsules in Canonical Pose

36 citations · 68 across the 11 of their papers we have counts for

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math.NT2017★ 1 cited

The Signs in Elliptic Nets

Amir Akbary, Manoj Kumar, Soroosh Yazdani

We give a generalization of a theorem of Silverman and Stephens regarding the signs in an elliptic divisibility sequence to the case of an elliptic net. We also describe applicatio…

math.NT2015

On the greatest prime factor of some divisibility sequences

Amir Akbary, Soroosh Yazdani

Let denote the greatest prime factor of . For integer , M. Ram Murty and S. Wong proved that, under the assumption of the ABC conjecture, $$P(a^n-1)\gg_{ε, a} n^{2-ε…

math.NT2014

On Symmetries of Elliptic Nets and Valuations of Net Polynomials

Amir Akbary, Jeff Bleaney, Soroosh Yazdani

Under certain conditions, we prove that the set of zeros of an elliptic net forms an Abelian group. We present two applications of this fact. Firstly we give a generalization of a…

math.NT2010★ 6 cited

Level lowering modulo prime powers and twisted Fermat equations

Sander R. Dahmen, Soroosh Yazdani

We discuss a clean level lowering theorem modulo prime powers for weight cusp forms. Furthermore, we illustrate how this can be used to completely solve certain twisted Fermat…

math.NT2009

Modular Abelian Varieties of Odd Modular Degree

Soroosh Yazdani

In this paper, we will study modular Abelian varieties with odd congruence numbers by examining the cuspidal subgroup of . We will show that the conductor of such Abelian v…

math.NT2007

Modular Abelian Variety of Odd Modular Degree

S. Yazdani

We will study modular Abelian varieties with odd congruence numbers, by studying the cuspidal subgroup of . We show the conductor of such Abelian varieties must be of a spe…