Theory of distributions, initial-value problems based on 2-dimensions wave equations, Laplace transform, Fourier integral transform, diffusion problems, Helmholtz equation with application to boundary and initial-value problems in cylindrical and spherical coordinates. Prerequisite(s): MATH 3008 and one of MATH 3002 or MATH 3057 or permission of the School.Also offered at the graduate level, with different requirements, as MATH 5407, for which additional credit is precluded.Lectures three hours a week.

MATH 4701 [0.5 credit] Topics in Partial Differential Equations (Honours)

Theory of distributions, initial-value problems based on 2-dimensions wave equations, Laplace transform, Fourier integral transform, diffusion problems, Helmholtz equation with application to boundary and initial-value problems in cylindrical and spherical coordinates. Prerequisite(s): MATH 3008 and one of MATH 3002 or MATH 3057 or permission of the School.Also offered at the graduate level, with different requirements, as MATH 5407, for which additional credit is precluded.Lectures three hours a week.





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