Nitesh Mathur

Presentations

💡
The University of Iowa
  1. Study on Systems of Nonlinear Conservation Laws Arising in Chemotaxis and Traffic Flow. PhD Thesis Defense, University of Iowa, 12 April 2023.
  2. Constructivism and Designing Learning Environments. Educational Psychology Practicum, 24-26 March 2023
  3. Global BV  Solutions to a System of Balance Laws Arising in Traffic Flow. PDE Seminar, 8 March 2023.
  4. Riemann Problem for a Non-Strictly Hyperbolic System in Chemotaxis. Modeling, Analysis and Simulation in PDEs Seminar, University of California, Berkeley, 27 January 2023.
  5. Humor in the classroom. Nitesh Mathur & Zach Bryhtan, MATH 6217 Seminar in College Teaching, Dr. Kelly Mitchell, 21 April 2022.
  6. Global BV solution to a system of of balance laws from traffic flow. PDE Seminar, 10 November 2021.
  7. An Introduction to the Generalized Factorials: Based on the Paper of Manjul Bhargava. Heartland Talk, University of Wisconsin-Platteville, 5 October 2021.
  8. Navier Stokes and the Millenium Problem: Based on the paper of Charles L. Fefferman. MATH 6710 Partial Differential Equations II, Dr. Lihe Wang, 10 May 2021.
  9. Navier Stokes: Nonuniqueness of Weak Solutions to the Navier-Stokes Equation. Semester Project, MATH 6710 Partial Differential Equations II, Dr. Lihe Wang, 30 April 2021.
  10. Applications of Algebraic Geometry: With a Hint of Robotics. MATH 6010 Intro to Algebra II, Dr. Ryan Kinser, 20 April 2021.
  11. Minimal Polyomials and Gröbner Basis. MATH 6010 Intro to Algebra II, Dr. Ryan Kinser, 19 March 2021.
  12. Riemann Problem For A Non-Strictly Hyperbolic System in Chemotaxis. Partial Differential Equations (PDE) Seminar, 24 February 2021.
  13. A Survey of Algorithms: Alternatives to Buchberger's Algorithm. MATH 6010 Intro to Algebra II, Dr. Ryan Kinser, 12 February 2021.
  14. An Introduction to the Generalized Factorials. Graduate and Undergraduate Student Seminar(GAUSS) Seminar. 11 February 2021.
  15. Lax Oleinik Formula: Integral Solution, Entropy Condition, and Uniqueness. MATH 6710 Partial Differential Equations I, Dr. Xiaoyi Zhang. 4 December 2020.
  16. Applications of Analysis in PDE: An Overview and Applications. MATH 6200 Analysis I, Dr. Palle Jorgensen, 2 December 2020
  17. The Riemann Problem: System of Conservation Laws. Partial Differential Equations (PDE) Seminar, 23 November 2019.
💡
The University of Tulsa
Under the kind guidance of Professor Kevin O'Neil.

  1. A Combinatorial Perspective to Vortex Dynamic Problems. Spring Colloquium 2018, University of Tulsa, March 2018.
  2. The Factorial Function and Generalization: Based on the Paper of Manjul Bhargava. Graduate Journal Club, University of Tulsa, March 2018.
  3. Introduction and Applications of Game Theory. Nitesh Mathur & Xian Wang, Writings for Professionals, April 2018.
  4. Binomial Theorem Generalizations and Patterns in Square Numbers. TRD2017: 5th Tulsa Research Partners Citywide Research Day, University of Oklahoma: Schusterman Center, November 2018.
  5. Exploring Square Number Patterns and Binomial Theorem Generalizations. Oklahoma-Arkansas MAA Section Meeting, University of Oklahoma, April 2017.
  6. The Special Cases of the Binomial Theorem and Square Number Patterns. Spring Colloquium 2017, University of Tulsa, March 2017.
  7. The Beauty of Mathematics: Exploring Square Number Patterns. Union High School (guest speaker), Tulsa, OK. November 2016.
  8. Square Number Research and Patterns. Mathematical Association of America (MAA), University of Tulsa, September 2016.
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