Sean Curry — Teaching

Assistant Professor, Oklahoma State University

Courses taught at OSU:

Besides the lecture courses listed below I have also taught numerous topics courses for graduate and advanced undergraduate students on topics including Differential Geometry of Curves and Surfaces, Riemann Surfaces, Cauchy-Riemann Geometry, Asymptotically Symmetric Spaces, and Mathematical General Relativity.

Spring 2023:

  Math 4023/5073,   Introduction to Analysis

  Math 2163, Calculus III

Fall 2022:

  Math 2153, Calculus II (2 Sections)

Spring 2022:

  Math 6010 (Topics Course),   Differential Geometry II

Fall 2021:

  Math 2153, Calculus II

  Math 5413,   Differential Geometry

Spring 2021:

  Math 5283,   Complex Analysis

Fall 2020:

  Math 2153, Calculus II

  Math 4283/5273,   Complex Variables

Courses taught at UC Davis:

Spring 2020:

  Math 21A,   Calculus I — Differential Calculus

  Math 199,   Independent Study (Student: Sari Ogami; Topic: Complex Analysis and Minimal Surfaces)

Winter 2020:

  Math 108 (Lectures A & B),   Intro. to Abstract Math.

  Math 199,   Independent Study (Student: Sari Ogami; Topic: CR Geometry)

Fall 2019:

  Math 185A,   Complex Analysis

Courses taught at UC San Diego:

Fall 2020 – Spring 2021 (Remotely):

  Math 199H,   Honors Thesis (Student: Ibrahim Hajar; Topic: Local Embeddability of Pseudo-Einstein CR Manifolds)

Spring 2019:

  Math 120B,   Applied Complex Analysis

  Math 142B,   Introduction to Analysis II

  Math 199,   Independent Study (Student: Hasan El-Hasan; Topic: Conformal mapping)

Winter 2019:

  Math 120A,   Elements of Complex Analysis

  Math 142A,   Introduction to Analysis I

Summer 2018:

  Math 199,   Independent Study (Student: Aditya Gadam; Topic: Poincaré-Einstein manifolds)

Spring 2018:

  Math 142B,   Introduction to Analysis II

  Math 109,   Mathematical Reasoning

Winter 2018:

  Math 142A,   Introduction to Analysis I

  Math 20B,   Calculus for Science and Engineering II

Spring 2017:

  Math 10C,   Calculus III

Winter 2017:

  Math 142B,   Introduction to Analysis II

Fall 2016:

  Math 142A,   Introduction to Analysis I

  Math 10B,   Calculus II