This paper presents optimum an one-parameter iteration (OOPI) method and a multi-parameter iteration direct (MPID) method for efficiently solving linear algebraic systems with low order matrix A and ...

The problem is to calculate a simple zero of a nonlinear function f. We consider rational iterations without memory which use two evaluations of f or its derivatives. It is shown that the optimal ...

Matrix splitting iteration methods have emerged as potent tools in addressing complementarity problems, which frequently arise in optimisation, economics and engineering applications. These methods ...

RIT’s computational mathematics major emphasizes problem-solving using mathematical models to identify solutions in business, science, engineering, and more. Learn by Doing: Gain experience through an ...

"A Rapid and Efficient Design Space Exploration Framework for Isogeometric Analysis" The allure of computer-aided engineering is that after a suitable system model is constructed, the design can be ...

This talk is about modeling glaciers and ice sheets using a full nonlinear Stokes method. The first part will be a quick discussion about determine the basal topography of the Kennicott glacier using ...

What if machines could not only learn but also teach themselves to become better with each iteration? This isn’t the plot of a sci-fi movie—it’s the reality unfolding in artificial intelligence ...

Learn by Doing: Gain experience through an experiential learning component of the program approved by the School of Mathematics and Statistics. Real World Experience: With RIT’s cooperative education ...