Mathematics magazine

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  Año 2000, Vol. 73, Número 2

  • A postmodern view of fractions and the reciprocals of Fermat primes.

    Rafe Jones, Jan Pearce

    pág. 83

    

  • Proof without words: The arithmetic-geometric mean inequality for three positive numbers.: The arithmetic-geometric mean inequality for three positive numbers.

    Claudi Alsina Català

    pág. 97

    

  • Counting on continued fractions.

    Arthur T. Benjamin, Francis Edward Su

    pág. 98

    

  • Venn said it couldn't be done.

    Peter Hamburger, Raymond E. Pippert

    pág. 105

    

  • Superexponentiation and fixed points of exponential and logarithmic functions.

    Stephen R. Wassell

    pág. 111

    

  • When is the product of two oblong numbers another oblong?

    Trygve Breiteig

    pág. 120

    

  • Eisenstein's lemma and quadratic reciprocity for Jacobi symbols.

    Brett A. Tangedal

    pág. 130

    

  • Monty Hall uses a mixed strategy.

    Herb Bailey

    pág. 135

    

  • A convergence theorem for the Riemann integral.

    Russell A. Gordon

    pág. 141

    

  • Matrices, continued fractions, and some early history of iteration theory.

    Michael Sormani

    pág. 147

    

  • From 30 to 60 is not twice as hard.

    Michael Dalezman

    pág. 151

    

  • Euler's formula for zeta(2k), proved by induction on k.

    pág. 154

    

  • Reviews.

    Paul J. Campbell

    pág. 164

    

  • The Last Recreations (Book Review).

    Paul J. Campbell

    pág. 164