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APPLIED MATHEMATICAL ANALYSIS 1: VECTOR AND COMPLEX CALCULUS

MATH 321
Course Description

Vector analysis: algebra and geometry of vectors, index notation, 3D rotations, Euler angles; vector differential and integral calculus, theorems of Green, Gauss, and Stokes; grad, div, curl, and Laplacian in cylindrical and spherical coordinates; Complex analysis: analytic functions, Cauchy-Riemann equations, conformal mapping, complex integrals, residue theorem.

Prerequisites

(MATH 234 and MATH 320 ), (MATH 234 , MATH 319 , and MATH 340 ), (MATH 319 and MATH 341 ), MATH 376 , or graduate/professional standing

Satisfies
Credits

Not Reported

Offered

Not Reported

Grade Point Average
2.48

1.83% from Historical

Completion Rate
88.16%

5.11% from Historical

A Rate
13.16%

-8.94% from Historical

Class Size
76

31.35% from Historical

Cumulative Grade Distribution

Instructors (2026 Summr)

Sorted by ratings from Rate My Professors

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