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American Mathematical Monthly, volume 109, number 9, November 2002

American Mathematical Monthly, volume 109, number 9, November 2002

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American Mathematical Monthly, volume 109, number 9, November 2002

American Mathematical Monthly, volume 109, number 9, November 2002 Summary:

  Title:   American Mathematical Monthly, volume 109, number 9, November 2002
Publisher:   Mathematical Association of America
Date:    2002
Pages:   86
Isbn:   none TOC
Ulrich  Daepp
Pamela  Gorkin
Raymond  Mortini
Daniel C. Isaksen
Bennett Eisenberg
Rosemary  Sullivan
Iwan  Praton
Leonard  F Klosinski
G. L. Alexanderson
Loren  C. Larson
Ellipses  and Finite Blaschke  Products
A Cohomological Viewpoint on
Elementary  School Arithmetic
The Fundamental  Theorem of Calculus
in Two Dimensions
Cutting Polyominos  into Equal-Area  Triangles
The Sixty-second William Lowell Putnam
Mathematical  Competition
785
796
806
818
827
NOTES
Chun-Hung  Hsu
Ming-Chia  Li
N.  J.  Wildberger
Li  Yingying
Alf  van der Poorten
PROBLEMS  AND
SOLUTIONS
REVIEWS
Fred  Richman
TELEGRAPHIC
REVIEWS
Transitivity Implies  Period Six:  A Simple Proof
A New  Proof of Cavalieri's  Quadrature
Formula
On Euler's  Constant-Calculating  Sums
by Integrals
Life on the Edge
Computable  Calculus.  By Oliver Aberth
840
843
845
850
854
862
866  
 
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