2 citations · 4 across the 5 of their papers we have counts for
5 papers
On the Performance of a Novel Class of Linear System Solvers and Comparison with State-of-The-Art Algorithms
Chun Lau, Bahman Kalantari
We present a comprehensive computational study of a class of linear system solvers, called {\it Triangle Algorithm} (TA) and {\it Centering Triangle Algorithm} (CTA), developed by…
Solution of Real Cubic Equations without Cardano's Formula
Bahman Kalantari
Building on a classification of zeros of cubic equations due to the -th century Persian mathematician Sharaf al-Din Tusi, together with Smale's theory of {\it point estimation}…
A Comparison of the Triangle Algorithm and SMO for Solving the Hard Margin Problem
Mayank Gupta, Bahman Kalantari
In this article we consider the problem of testing, for two finite sets of points in the Euclidean space, if their convex hulls are disjoint and computing an optimal supporting hyp…
Randomized Triangle Algorithms for Convex Hull Membership
Bahman Kalantari
We present randomized versions of the {\it triangle algorithm} introduced in \cite{kal14}. The triangle algorithm tests membership of a distinguished point in…
Fast Approximation and Randomized Algorithms for Diameter
Sharareh Alipour, Bahman Kalantari, Hamid Homapour
We consider approximation of diameter of a set of points in dimension . Eeciolu and Kalantari \cite{kal} have shown that given any , by co…