Duane DeTemple

Graph Theory and Combinatorics $\bullet$ Elementary Geometry
Mathematics Education

  1. Book: Mathematical Reasoning for Elementary Teachers, Second Edition (with C.T. Long), Addison Wesley Longman, 2000, 1036 pp.

  2. Book: Instructor's Guide to Accompany Mathematical Reasoning for Elementary Teachers, Second Edition (with C.T. Long), Addison Wesley Longman, 2000.

  3. Sums of Sums of Squares, Mathematics Magazine, 73, No. 3 (June 2000), 238. [Reprinted in Proofs Without Words II, Roger B. Nelsen, Mathematical Association of America, 2000.]

  4. Square-Banded Polygons and Affine Regularity (with M. Hudelson), Amer. Math. Monthly, 108 (2001), 100-114.

  5. Book: Mathematical Reasoning for Elementary Teachers, Third Edition (with C.T. Long) Addison Wesley, 2003, 1064 pages.

  6. Book: Instructor's Guide (with C.T. Long), (to accompany Mathematical Reasoning for Elementary Teachers), Third Edition, Pearson Addison Wesley 2003.

  7. Invited Book Review: Four Colors Suffice: How the Map Problem was Solved, by Robin Wilson, SIAM Review 45 (2003), 830-831.

  8. Combinatorial Proofs via Flagpole Arrangements, College Math. J. 35 (2004), 129-133.

  9. An Elementary Proof of the Monotocity of $(1 + 1/n)^n$ and $(1 + 1/n)^{n+1}$, Coll. Math. J. 36 (2005), 147-149.

  10. Book: Mathematical Reasoning for Elementary Teachers,(with C.T. Long) Fourth Edition, Addison Wesley, 2006, 1058 pages.

  11. Book: Instructor's Guide,(with C.T. Long) (to accompany Mathematical Reasoning for Elementary Teachers), Fourth Edition, Pearson Addison Wesley 2006.

  12. A Geometric Look at Sequences the Converge to Euler's Constant, Coll. Math. J. 37 (2006), 128-131.

  13. Combinatorial Chess Board Tilings, (with Nicholas Criddle and William Webb), (In press).

  14. More Combinatorial Proof via Flagpole Arrangements,Coll. Math. Journal 37 (2006), 139-142.

  15. Problem 9, Reader Reflection, Math Teacher 100 2007, 392.



2007-06-05