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MATH3912 - Projects

The Junior Seminar is, for the most part, based on projects that students need to complete, either individually or as a group. Here you find a list of projects, who is responsible for completing them, and - if available - their presentations.

First Presentations

The following topics represent condensed reviews of topics you should already be familiar with, selected from Interpolation and Approximation by Philip J. Davis. You need to expand on a topic, add plenty of examples, and create a "paper" plus a class presentation in LaTeX (10 20 minutes) on the subject in question.

For a summary of definitions and major theorems, part 1, check here for the TeX version or here for the PDF version.
For a summary of definitions and major theorems, part 2, check here for the TeX version or here for the PDF version.
 

  1. [pdf] [tex] Megan ZWOLINSKI: Determinants and Solutions of Linear Systems of Equations (1.1 and 1.2)
  2. [pdf] [tex] Kristen ZYBURA: Linear Vector Spaces (1.3)
        Homework 1 [pdf] [tex]
  3. [pdf] [tex] Jillian GAGLIONE: Hierarchy of Functions (1.4)
        Homework 2 [pdf] [tex]
  4. [pdf] [tex] Lorianne RICCO: Lipschitz Functions (1.5)
        Homework 3 [pdf] [tex]
  5. [pfd] [tex] Ericka SUNNERVILLE: Differentiable Functions (1.6)
       Homework 4 [pdf] [tex]
  6. [pdf] [tex] Antoinne JACKSON: Infinitely Differentiable Functions (1.7)
  7. [pdf] [tex] Manny DEVERA: Real Analytic Functions (1.8)
  8. [pdf] [tex] Mercedes LUECK: Functions Analytic in the Complex Plane and Entire Functions (1.10 and 1.11)
  9. [pdf] [tex] Micky: Polynomials (1.11)
  10. [pdf] [tex] Kerri PISANO: Linear Functionals and Conjugate Space (1.12)
       Homework 5 [pdf] [tex]
  11. [pdf] [tex] Paul RANDALL: Miscellaneous
  12. Malik Bailey: TBA
     
  13. Bert WACHSMUTH: LaTeX and Computer Tech Support

Bert G. Wachsmut
Last modified: 03/04/04