I. Classroom-tested projects. The game of "Take Away" / Mark MacLean
Pile splitting problem: introducing strong induction / Bill Marion
Generalizing Pascal: the Euler Triangles / Sandy Norman and Betty Travis
Coloring and counting rectangles on the board / Michael A. Jones and Mika Munakata
Fun and games with squares and planes / Maureen T. Carroll and Steven T. Dougherty
Exploring recursion with the Josephus Problem: (or how to play "One Potato, Two Potato" for keeps) / Douglas E. Ensley and James E. Hamblin
Using trains to model recurrence relations / Benjamin Sinwell
Codon classes / Brian Hopkins
How to change coins, M & M's, or chicken nuggets: the linear Diophantine problem of Frobenius / Matthias Beck
Calculator activities for a discrete mathematics course / Jean M. Horn and Toni T. Robertson
Bulgarian solitaire / Suzanne Dorée
Can you make the geodesic dome? / Andrew Felt and Linda Lesniak
Exploring polyhedra and discovering Euler's Formula / Leah Wrenn Berman and Gordon Williams
Further explorations with the Towers of Hanoi / John Stadler
The two color theorem / David Hunter
Counting perfect matchings and benzenoids / Fred J. Rispoli
Exploring data compression via binary trees / Mark Daniel Ward
A problem in typography / Larry E. Thomas
Graph complexity / Michael Orrison
II. Historical projects in discrete mathematics and computer science. Introduction / Janet Barnett [and others]
Binary arithmetic: from Leibniz to von Neumann / Jerry M. Lodder
Arithmetic backwards from Shannon to the Chinese abacus / Jerry M. Lodder
Pascal's treatise on the arithmetical triangle: mathematical induction, combinations, the binomial theorem and Fermat's theorem / David Pengelley
Early writings on graph theory: Euler circuits and the Königsberg bridge problem / Janet Heine Barnett
Counting triangulations of a convex polygon / Desh Ranjan
Early writings on graph theory: Hamiltonian circuits and the Icosian Game / Janet Heine Barnett
Are all infinities created equal? / Guram Bezhanishvili
Early writings on graph theory: topological connections / Janet Heine Barnett
A study of logic and programming via Turing machines / Jerry M. Lodder
Church's thesis / Guram Bezhanishvili
Two-way deterministic finite automata / Hing Leung
III. Articles extending discrete mathematics content. A rabbi, three sums, and three problems / Shai Simonson
Storing graphs in computer memory / Larry E. Thomas
Inclusion-exclusion and the topology of partially ordered sets / Eric Gottlieb
IV. Articles on discrete mathematics pedagogy. Guided group discovery in a discrete mathematics course for mathematics majors / Mary E. Flahive
The use of logic in teaching proof / Susanna S. Epp.
