Teaching

Multivariable calculus: vectors and alternative coordinate systems, differentiation and integration of functions of several variables, vector fields, and the classical integral theorems of vector calculus.

Multivariable calculus: vectors and alternative coordinate systems, differentiation and integration of functions of several variables, vector fields, and the classical integral theorems of vector calculus.

Multivariable calculus: vectors and alternative coordinate systems, differentiation and integration of functions of several variables, vector fields, and the classical integral theorems of vector calculus.

A first course in applied linear algebra: linear systems and matrix algebra through vector spaces, eigenvalue analysis, orthogonality and least squares, and the singular value decomposition.

The first course in the calculus sequence: limits and continuity, the derivative and its applications, and an introduction to the definite integral and antiderivatives.

The first course in the calculus sequence: limits and continuity, the derivative and its applications, and an introduction to the definite integral and antiderivatives.

Preparation for the calculus sequence: analysis of functions and their graphs, polynomial and rational functions, exponential and logarithmic modeling, matrices and determinants, and sequences and series.