Vector Calculus I

3 credits · Undergraduate

This course is an introduction to calculus in higher dimensions, including linear and nonlinear scalar and vector functions of several variables; parametric curves and surfaces; limits and continuity in R^n; partial derivatives; Jacobians and the implicit function theorem; linear differential operators, including gradient, curl, divergence, and Laplacian; and optimization in several variables, including the method of Lagrange multipliers.