Please see the Module Guides section on the Course Structure and Content pages of the Department of Mathematics for details on this module.
West Ranch High School students Brandon Chang, Kent Gao, and Omkar Guha, coached by Tanja Brosche, participated in a Systemic ...
The principal aims of this Research Topic are: • To bring together mathematicians, scientists and researchers working in in the field of fractional calculus and its real-word applications. • To ...
Given the drift of AI development in 2024, and public concern about catastrophic risks, developers may soon embrace a more ...
We study the classical linear partial differential equations: Poisson's equation and the heat equation. We learn about representation formulas for solutions, maximum principles, and energy estimates.
Candidates can check the latest NDA syllabus for Maths and GAT. Check the list of important topics for each subject, subject ...
The CNA provides an environment to enhance and coordinate research and training in applied analysis, including partial differential equations, calculus of variations, numerical analysis and scientific ...
The course gives an introduction to analytical techniques for partial differential equations, in particular to separation of variables. In addition the course treats qualititative properties of ...
Please view our affiliate disclosure. The way we approach education, particularly in mathematics, has changed a lot over the past few years. As students face increasingly complex math problems, ...
Perelman is a mathematician from Russia, who managed to solve a century-old math problem posed in 1904 by French ...
My research lies primarily in applied analysis. I use partial differential equations, calculus of variations, optimal transportation, as well as tools of probability, statistics, functional analysis, ...
Partial differential equations are common mathematical ... However, solving these big math problems is typically a job for supercomputers. Things are becoming easy with the arrival of artificial ...