(1) A NEW edition of this really useful book is to be welcomed. The author has returned to Heaviside's notation of p for the operator, a distinct improvement. The chapter on Bessel functions has ...

Pedagogical insights gained through 30 years of teaching applied mathematics led the author to write this set of student oriented books. Topics such as complex analysis, matrix theory, vector and ...

Most mathematical models do not admit exact solutions. Asymptotic and perturbation methods provide powerful techniques for obtaining approximate solutions, which allow one to draw physical conclusions ...

COMP_SCI 212: Mathematical Foundations of CS Part 1: Discrete mathematics for computer science VIEW ALL COURSE TIMES AND SESSIONS Prerequisites COMP_SCI 110 or COMP_SCI 111 Description. This course ...

More specifically, targeting the phenomena for which the governing principles and rules have been unclear, by using the abstractness and universality of mathematics as well as knowledge obtained ...

The degree is designed both for mathematicians who wish to make themselves more marketable by adding computational techniques and the corresponding theory and applications to their knowledge and ...

Econometrics uses statistical and mathematical methods and theoretical models to help us understand real-world economic issues and predict future trends. In industry and government, there is a real ...

As a mathematical economics major at Bucknell, you'll dig past the data in spreadsheets and trend curves to uncover real stories and understand the quantitative models that drive global economic ...

Mathematical Oncology—the use of mathematics, modeling, ... of the era of routine cancer genome sequencing and the resulting surge of data that have necessitated new mathematical methods and modeling ...