Course Catalog

ENS 525 Mathematical Methods for Scientists and Engineers I	3 Credits
Analytic functions of a complex variable: Cauchy-Riemann equations, conformal mappings, integration, Cauchy theorem, Taylor and Laurent series, residues, contour evaluation of definite integrals. Linear vector spaces: Inner products, linear operators, eigenvalue problems, functions of operators and matrices, Fourier transforms, Hilbert spaces, Sturm-Liouville theory, classical orthogonal polynomials, Fourier series, Bessel functions.
Last Offered Terms Course Name SU Credit Spring 2022-2023 Mathematical Methods for Scientists and Engineers I 3 Fall 2020-2021 Mathematical Methods for Scientists and Engineers I 3 Fall 2018-2019 Mathematical Methods for Scientists and Engineers I 3 Fall 2017-2018 Mathematical Methods for Scientists and Engineers I 3 Fall 2014-2015 Mathematical Methods for Scientists and Engineers I 3 Fall 2013-2014 Mathematical Methods for Scientists and Engineers I 3 Fall 2011-2012 Mathematical Methods for Scientists and Engineers I 3 Fall 2010-2011 Mathematical Methods for Scientists and Engineers I 3 Fall 2009-2010 Mathematical Methods for Scientists and Engineers I 3 Spring 2008-2009 Mathematical Methods for Scientists and Engineers I 3 Fall 2007-2008 Mathematical Methods for Scientists and Engineers I 3 Fall 2006-2007 Mathematical Methods for Scientists and Engineers I 3
Prerequisite: __
Corequisite:
ECTS Credit: 10 ECTS (10 ECTS for students admitted before 2013-14 Academic Year)
General Requirements: