- Entry Level College Mathematics: Algebra or Dan Kalman is Associate Professor in
- Elementary Mathematical Models and a Glimpse of Chaos
- 266 MATHEMATICS MAGAZINE Keeping Dry
- Virtual Empirical Investigation: Concept Formation and Theory Justification
- Teaching Linear Algebra: Issues and Resources
- VOL. 76, NO. 3, JUNE 2003 167 The Fibonacci Numbers--Exposed
- Outline on Determinants Usually, in a mathematics course, as new material is presented, the significant
- 16 APRIL 2008 hat makes a theorem great? There are many fac-
- An Elementary Proof of Marden's Theorem What I call Marden's Theorem is one of my favorite results in mathematics. It es-
- A Generalized Logarithm for Exponential-Linear Equations
- An Underdetermined Linear System for GPS Dan Kalman (kalman@american.edu) joined the
- Difficulty Based Evaluation of Teaching Methods and Materials July 15, 1998
- VOL. 75, NO. 3, JUNE 2002 187 Doubly Recursive Multivariate
- 186 MATHEMATICS MAGAZINE Leveling with Lagrange: An Alternate View
- Math Modeling in the Prior-to-Calculus American University
- Polynomial Equations and Circulant Matrices Dan Kalman, American University
- A Simple Solution of the General Cubic The American University
- 22 NOVEMBER 2009 MATH HORIZONS WWW.MAA.ORG/MATHHORIZONS ave you ever been caught out in
- The Fibonacci Numbers Exposed Dan Kalman Robert Mena
- The Pythagonacci Family Reunion Dan Kalman Robert Mena
- 94 MATHEMATICS MAGAZINE Marriages Made in the Heavens
- Viewing Polynomial Roots With Matrix Eyes: Part 1: Irrational Roots via Matrix Dynamics
- A R T I C L E S Solving the Ladder Problem
- 8 NOVEMBER 2007 mong the many discoveries of Archimedes, the
- The Maximal Deflection on an Ellipse Dan Kalman (kalman@american.edu) received his Ph.D.
- Integrability and the glog Function January 19, 2000
- Polynomial Equations and Circulant Dan Kalman and James E. White
- Virtual Mathematics American University
- A Singularly Valuable Decomposition: The SVD of a Matrix
- Elementary Math Models: College Algebra Topics and a Liberal Arts Approach