3 citations · 4 across the 4 of their papers we have counts for
4 papers
Hypergeometric Distributions and Joint Families of Elliptic Curves
Brian Grove, Hasan Saad
Recently, the first author as well as the second author with Ono, Pujahari, and Saikia determined the limiting distribution of values of certain finite field and ${_3F_2}…
Counting matrix points on certain varieties over finite fields
Yifeng Huang, Ken Ono, Hasan Saad
Classical hypergeometric functions are well-known to play an important role in arithmetic algebraic geometry. These functions offer solutions to ordinary differential equations, an…
Explicit Sato-Tate type distribution for a family of surfaces
Hasan Saad
In the 1960's, Birch proved that the traces of Frobenius for elliptic curves taken at random over a large finite field is modeled by the semicircular distribution (i.e. the usual S…
Distribution of values of Gaussian hypergeometric functions
Ken Ono, Hasan Saad, Neelam Saikia
In the 1980's, Greene defined {\it hypergeometric functions over finite fields} using Jacobi sums. The framework of his theory establishes that these functions possess many propert…