Keith Brandt
Publications

(With Hiroaki Terao ) Free Arrangements and Relation Spaces. Discrete and Computational Geometry , 12 (1994), 49-63.

(With Margaret Bayer ) Discriminantal Arrangements, Fiber Polytopes, and Formality. Journal of Algebraic Combinatorics , 6 (1997), 229-246.

(With Anton Wallner) The Validity of Stirling's Approximation: A Physical Chemistry Project. Journal of Chemical Education , 76 (1999), 1395-1397.

A Connection Between Weighted Voting Systems and Apportionment: A Topic for Liberal Arts Mathematics Classes. PRIMUS, 10 (2000), 377-383.

(With Joseph Roma) Real Roots of Cubic Polynomials. Crux Mathematicorum with Mathematical Mayhem , 27 (2001), 264-266. More info

(With Tom Linton) Exploiting the Tangent Plane. Mathematics and Computer Education , 35 (2001), 197-200.

A Wrong Version of Stirling's Formula. College Mathematics Journal (Fallacies, Flaws, and Flimflam) , 32 (2001), 363-365.

(With Kevin Burger , Jason Downing, and Stuart Kilzer) Using Backtracking to Solve the Scramble Squares Puzzle. The Journal of Computing in Small Colleges , 17 (2002), 21-27. More info

(With Don Vestal) An Inversion Formula for Putnam Data. Crux Mathematicorum with Mathematical Mayhem , 29 (2003), 106-109.

(With Margaret Richey) Studying Mathematical Induction and Recursive Programming Together. The Journal of Computing Sciences in Colleges , 19 (2004), 108-114. More info

(With Kevin Burger) A Smart Polynomial Graphing Applet. Digital Classroom Resources, MAA Mathematical Sciences Digital Library . Posted September 2004.

(With John Koelzer) Diophantine Equations, Fibonacci Hyperbolas, and Quadratic Forms. Missouri Journal of Mathematical Sciences, 18 (2006), 95-105.

Using Backtracking to Study Schur Numbers. Mathematics and Computer Education, 42 (2008), 52-57.

(With Kaleb Waite) Using Recursion to Solve the Pill Problem. Journal of Computing Sciences in Colleges, 24 (2009), 136-141.

How to Build a Pyramid. MathAMATYC Educator, 1 (2010), 24-28.

Connecting Related Rates and Differential Equations. PRIMUS , to appear.

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