8 citations · 8 across the 3 of their papers we have counts for
3 papers
math.NT2015★ 8 cited
A solution of the Erdos-Ulam problem on rational distance sets assuming the Bombieri-Lang conjecture
Jafar Shaffaf
A rational distance set in the plane is a point set which has the property that all pairwise distances between its points are rational. Erd\H os and Ulam conjectured in 1945 that t…
math.RT2006
On Products of Random Matrices and certain Hecke Algebras associated with Groups of Matrices
Jafar Shaffaf
The determination of the density functions for products of random elements from specified classes of matrices is a basic problem in random matrix theory and is also of interest in…
math.RT2006
On the Distribution of Products of Spherical Classes in Classical Symmetric Spaces of Rank One
Jafar Shaffaf
The distribution of products of random matrices chosen from fixed spherical classes is determined for classical rank 1 symmetric spaces. It is observed that limit beha…