Math Department
(Form)
Mathematics Thesis Application Form
To be completed by Friday, May 2
Name:
Email:
Major:
Mathematics
Applied Mathematics
Mathematics with an Emphasis on Computer Science
Other:
Preferences for Senior Thesis:
(Please do not choose more than two topics with the same advisor.
Your first and second choices should be with different advisors.)
First Choice:
(Select One)
---------------------------------------
Approximating Torsional Stiffness in Jawbones (Black)
Public Key Cryptography (Lesh)
Continued Fractions (Niefield)
Algebraic and Transcendental Numbers (Niefield)
Irrational Numbers (Niefield)
Lattices in Algebra and/or Topology (Niefield)
Other Topics (Niefield)
Colonial-Era Mathematics in the Union Area (Plofker)
Mathematical Translation and Historical Interpretation of Original Sources (Plofker)
Numerical Approximations in Indian Mathematics (Plofker)
Topics in the History of Mathematical Astronomy (Plofker)
Pendulums and Cannonballs: Inventing Mechanics in Early Modern Europe (Plofker)
Kahler Geometry (Tonnesen-Friedman)
Hyperbolic geometry (Tonnesen-Friedman)
Riemann Surfaces (Tonnesen-Friedman)
Body weight changes and differential equations (Tonnesen-Friedman)
Dynamics of Iterative Eigenvalue Methods (Wang)
Jet Flow and Karman Vortex Street (Wang)
Number Theory in the Gaussian Integers (Zimmermann)
Abstract Algebra and Math 235 (Zimmermann)
Topics in Number Theory (Zimmermann)
Applications of Field Theory (Zimmermann)
Topics in Abstract Algebra (Zimmermann)
Second Choice:
(Select One)
---------------------------------------
Approximating Torsional Stiffness in Jawbones (Black)
Public Key Cryptography (Lesh)
Continued Fractions (Niefield)
Algebraic and Transcendental Numbers (Niefield)
Irrational Numbers (Niefield)
Lattices in Algebra and/or Topology (Niefield)
Other Topics (Niefield)
Colonial-Era Mathematics in the Union Area (Plofker)
Mathematical Translation and Historical Interpretation of Original Sources (Plofker)
Numerical Approximations in Indian Mathematics (Plofker)
Topics in the History of Mathematical Astronomy (Plofker)
Pendulums and Cannonballs: Inventing Mechanics in Early Modern Europe (Plofker)
Kahler Geometry (Tonnesen-Friedman)
Hyperbolic geometry (Tonnesen-Friedman)
Riemann Surfaces (Tonnesen-Friedman)
Body weight changes and differential equations (Tonnesen-Friedman)
Dynamics of Iterative Eigenvalue Methods (Wang)
Jet Flow and Karman Vortex Street (Wang)
Number Theory in the Gaussian Integers (Zimmermann)
Abstract Algebra and Math 235 (Zimmermann)
Topics in Number Theory (Zimmermann)
Applications of Field Theory (Zimmermann)
Topics in Abstract Algebra (Zimmermann)
Third Choice:
(Select One)
---------------------------------------
Approximating Torsional Stiffness in Jawbones (Black)
Public Key Cryptography (Lesh)
Continued Fractions (Niefield)
Algebraic and Transcendental Numbers (Niefield)
Irrational Numbers (Niefield)
Lattices in Algebra and/or Topology (Niefield)
Other Topics (Niefield)
Colonial-Era Mathematics in the Union Area (Plofker)
Mathematical Translation and Historical Interpretation of Original Sources (Plofker)
Numerical Approximations in Indian Mathematics (Plofker)
Topics in the History of Mathematical Astronomy (Plofker)
Pendulums and Cannonballs: Inventing Mechanics in Early Modern Europe (Plofker)
Kahler Geometry (Tonnesen-Friedman)
Hyperbolic geometry (Tonnesen-Friedman)
Riemann Surfaces (Tonnesen-Friedman)
Body weight changes and differential equations (Tonnesen-Friedman)
Dynamics of Iterative Eigenvalue Methods (Wang)
Jet Flow and Karman Vortex Street (Wang)
Number Theory in the Gaussian Integers (Zimmermann)
Abstract Algebra and Math 235 (Zimmermann)
Topics in Number Theory (Zimmermann)
Applications of Field Theory (Zimmermann)
Topics in Abstract Algebra (Zimmermann)
Fourth Choice:
(Select One)
---------------------------------------
Approximating Torsional Stiffness in Jawbones (Black)
Public Key Cryptography (Lesh)
Continued Fractions (Niefield)
Algebraic and Transcendental Numbers (Niefield)
Irrational Numbers (Niefield)
Lattices in Algebra and/or Topology (Niefield)
Other Topics (Niefield)
Colonial-Era Mathematics in the Union Area (Plofker)
Mathematical Translation and Historical Interpretation of Original Sources (Plofker)
Numerical Approximations in Indian Mathematics (Plofker)
Topics in the History of Mathematical Astronomy (Plofker)
Pendulums and Cannonballs: Inventing Mechanics in Early Modern Europe (Plofker)
Kahler Geometry (Tonnesen-Friedman)
Hyperbolic geometry (Tonnesen-Friedman)
Riemann Surfaces (Tonnesen-Friedman)
Body weight changes and differential equations (Tonnesen-Friedman)
Dynamics of Iterative Eigenvalue Methods (Wang)
Jet Flow and Karman Vortex Street (Wang)
Number Theory in the Gaussian Integers (Zimmermann)
Abstract Algebra and Math 235 (Zimmermann)
Topics in Number Theory (Zimmermann)
Applications of Field Theory (Zimmermann)
Topics in Abstract Algebra (Zimmermann)
I would like to do a one-term senior thesis in the
Fall term
Winter term
I would like to do a two-term senior thesis
I am an ID major and will complete my senior writing
requirement in the other department
Other Comments:
Math Department web pages
Created: 25 Apr 2007
Last modified: 24 Apr 2008 15:57:59
Comments to:
math@union.edu
Thesis Topics for 2008-2009
Thesis Topics - K. Zimmermann
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