We expect to offer regular advanced courses at least as often as listed below.

Read the list of anticipated special topics courses.

See a chart of the prerequisites of regular advanced courses in mathematics.

Fall 2015

  • Mathematical Statistics (Math 264)
  • Linear Algebra with Applications (Math 272)
  • Transition to Theoretical Mathematics (Math 290)
  • Case Studies in Math Modeling (Math 301)
  • Vector Spaces (Math 325)
  • Probability (Math 335)
  • Mathematical Statistics (Math 336)
  • Advanced Multivariable Calculus (Math 343)
  • Abstract Algebra (Math 351)
  • Real Analysis II (Math 357)
  • Applied Fixed and Mixed Effect Models (Math 375)

Spring 2014

  • Discrete Structures (Math 182)
  • Linear Algebra with Applications (Math 272)
  • Techniques of Mathematical Modeling (Math 282)
  • Transition to Theoretical Mathematics (Math 290)
  • Vector Spaces (Math 300)
  • Operations Research (Math 306)
  • Ordinary Differential Equations (Math 310)
  • Mathematical Statistics (Math 336)
  • Abstract Algebra II (Math 352)
  • Introduction to Real Analysis (Math 356)
  • Senior Seminar (Math 400)

Fall 2013

  • Linear Algebra with Applications (Math 272)
  • Transition to Theoretical Mathematics (Math 290)
  • Case Studies in Mathematical Modeling (Math 301)
  • Combinatorics (Math 325)
  • Probability (Math 335)
  • Advanced Multivariable Analysis (Math 343)
  • Abstract Algebra I (Math 351)
  • History of Mathematics (Math 360)

Spring 2013

  • Discrete Structures (Math 182)
  • Evolutionary Game Theory (Math 256)
  • Linear Algebra with Applications (Math 272)
  • Techniques of Mathematical Modeling (Math 282)
  • Transition to Theoretical Mathematics (Math 290)
  • Vector Spaces (Math 300)
  • Operations Research (Math 306)
  • Partial Differential Equations (Math 312)
  • Number Theory (Math 328)
  • Mathematical Statistics (Math 336)
  • Introduction to Real Analysis (Math 356)
  • Senior Seminar (Math 400)

Special Topics: Algebraic Number Theory and Matroid Theory

Fall 2012

  • Linear Algebra with Applications (Math 272)
  • Transition to Theoretical Mathematics (Math 290)
  • Case Studies in Mathematical Modeling (Math 301)
  • Geometry (Math 323)
  • Probability (Math 335)
  • Complex Analysis (Math 345)
  • Financial Mathematics (Math 347)
  • Abstract Algebra I (Math 351)
  • Topology (Math 358)
  • Infinite Sets (Math 376)

Spring 2012

  • Discrete Structures (Math 182)
  • Linear Algebra with Applications (Math 272)
  • Techniques of Mathematical Modeling (Math 282)
  • Transition to Theoretical Mathematics (Math 290)
  • Vector Spaces (Math 300)
  • Operations Research (Math 306)
  • Ordinary Differential Equations (Math 310)
  • Mathematical Statistics (Math 336)
  • Abstract Algebra II (Math 352)
  • Introduction to Real Analysis (Math 356)

Fall 2011

  • Linear Algebra with Applications (Math 272)
  • Transition to Theoretical Mathematics (Math 290)
  • Case Studies in Mathematical Modeling (Math 301)
  • Combinatorics (Math 325)
  • Probability (Math 335)
  • Advanced Multivariable Analysis (Math 343)
  • Abstract Algebra I (Math 351)
  • History of Mathematics (Math 360)

Spring 2011

  • Discrete Structures (Math 182)
  • Linear Algebra with Applications (Math 272)
  • Techniques of Mathematical Modeling (Math 282)
  • Transition to Theoretical Mathematics (Math 290)
  • Vector Spaces (Math 300)
  • Operations Research (Math 306)
  • Partial Differential Equations (Math 312)
  • Number Theory (Math 328)
  • Mathematical Statistics (Math 336)
  • Introduction to Real Analysis (Math 356)

Fall 2010

  • Linear Algebra with Applications (Math 272)
  • Transition to Theoretical Mathematics (Math 290)
  • Case Studies in Mathematical Modeling (Math 301)
  • Geometry (Math 323)
  • Probability (Math 335)
  • Complex Analysis (Math 345)
  • Abstract Algebra I (Math 351)
  • Topology (Math 358)

Spring 2010

  • Discrete Structures (Math 182)
  • Linear Algebra with Applications (Math 272)
  • Techniques of Mathematical Modeling (Math 282)
  • Transition to Theoretical Mathematics (Math 290)
  • Vector Spaces (Math 300)
  • Operations Research (Math 306)
  • Ordinary Differential Equations (Math 310)
  • Mathematical Statistics (Math 336)
  • Abstract Algebra II (Math 352)
  • Introduction to Real Analysis (Math 356)

Special Topic: Mathematical Visualization, Fractals and Chaos & Differential Geometry

Fall 2009

  • Linear Algebra with Applications (Math 272)
  • Transition to Theoretical Mathematics (Math 290)
  • Case Studies in Mathematical Modeling (Math 301)
  • Combinatorics (Math 325)
  • Probability (Math 335)
  • Advanced Multivariable Analysis (Math 343)
  • Abstract Algebra I (Math 351)
  • History of Mathematics (Math 360)

Special Topics: Infinite Sets (Math 376) & Advanced Analysis (Math 386)

Spring 2009

  • Discrete Structures (Math 182)
  • Linear Algebra with Applications (Math 272)
  • Techniques of Mathematical Modeling (Math 282)
  • Transition to Theoretical Mathematics (Math 290)
  • Vector Spaces (Math 300)
  • Operations Research (Math 306)
  • Partial Differential Equations (Math 312)
  • Number Theory (Math 328)
  • Mathematical Statistics (Math 336)
  • Introduction to Real Analysis (Math 356)

Special Topic: Topics in Algebra

Fall 2008

  • Linear Algebra with Applications (Math 272)
  • Transition to Theoretical Mathematics (Math 290)
  • Case Studies in Mathematical Modeling (Math 301)
  • Geometry (Math 323)
  • Probability (Math 335)
  • Complex Analysis (Math 345)
  • Abstract Algebra I (Math 351)
  • Topology (Math 358)

Special Topic: Matroid Theory

Spring 2008

  • Discrete Structures (Math 182)
  • Linear Algebra with Applications (Math 272)
  • Techniques of Mathematical Modeling (Math 282)
  • Transition to Theoretical Mathematics (Math 290)
  • Vector Spaces (Math 300)
  • Operations Research (Math 306)
  • Ordinary Differential Equations (Math 310)
  • Mathematical Statistics (Math 336)
  • Abstract Algebra II (Math 352)
  • Introduction to Real Analysis (Math 356)

Special Topic: Advanced Analysis (Math 386)

Fall 2007

  • Linear Algebra with Applications (Math 272)
  • Transition to Theoretical Mathematics (Math 290)
  • Case Studies in Mathematical Modeling (Math 301)
  • Combinatorics (Math 325)
  • Probability (Math 335)
  • Advanced Multivariable Calculus (Math 343)
  • Abstract Algebra I (Math 351)
  • History of Mathematics (Math 360)

Special Topic: An Introduction to Mathematical Biology

Special Topic: Infinite Sets