Teaching
Michigan
In Fall 2017, I taught
- Math 217: Linear Algebra (course description)
Description: The topics covered include: systems of linear equations; matrix algebra; vectors, vector spaces, and subspaces; geometry of \(\mathbb{R}^n\); linear dependence, bases, and dimension; linear transformations; Eigenvalues and Eigenvectors; diagonalization; inner products. Throughout there will be an emphasis on the concepts, logic, and methods of theoretical mathematics.
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- Math 285: Honors Calculus III, with TA Tali Khain
In Fall 2016, I taught
- Math 115: Calculus I (course description)
Description: The course presents the concepts of calculus from four points of view: geometric (graphs), numeric (tables), symbolic (formulas), and verbal descriptions. Students will develop their reading, writing, and questioning skills, as well as their ability to work cooperatively. Topics include functions and graphs, derivatives and their applications to real-life problems in various fields, and an introduction to integration. The classroom atmosphere is interactive and cooperative. Both individual and team homework is assigned.
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- Math 285: Honors Calculus III, with TA Stephen Jasina
In Winter 2016, I taught Math 286: Honors Differential Equations, with TA Catherine Jin. (course description)
Description: Topics include first-order differential equations, higher-order linear differential equations with constant coefficients, an introduction to linear algebra, linear systems, the Laplace Transform, series solutions, and other numerical methods (Euler, Runge-Kutta). If time permits, Picard’s Theorem will be proved.
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In Fall 2015, I taught Math 285: Honors Calculus III, with TA Molly Logue. (course description)
Description: Topics include vector algebra and vector functions; analytic geometry of planes, surfaces, and solids; functions of several variables and partial differentiation, maximum-minimum problems; line, surface, and volume integrals and applications; vector fields and integration; curl, divergence, and gradient; Green’s Theorem and Stokes’ Theorem. Additional topics may be added at the discretion of the instructor.
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Northwestern
In Summer 2014, I taught Math 224: Integral Calculus of One Variable Functions.
In addition, I was TA for the following courses:
- Accelerated Mathematics for MMSS (Mathematical Methods in the Social Sciences) (Math 285-1,2,3), 2013 -- 2014
- MENU (Mathematical Experience for Northwestern Undergraduates): Linear Algebra and Multivariable Calculus (Math 290-2), Winter 2013
- Differential Calculus of Multivariable Functions (Math 230), Fall 2012
- Complex Analysis (Math 325), Spring 2012
- Elementary Differential Equations (Math 250), Spring 2012
- Linear Algebra (Math 240), Winter 2012
- Differential Calculus of One Variable Functions (Math 220), Fall 2011
I was grader for the following courses:
- Differential Calculus of Multivariable Functions (Math 230), Spring 2011
- Integral Calculus of One Variable Functions (Math 224), Winter 2011
- Differential Calculus of One Variable Functions (Math 220), Fall 2010