Search Results - "Schwenk, Allen"

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    Minimum Edge Cuts in Diameter 2 Graphs by Bickle, Allan, Schwenk, Allen

    Published in Discussiones Mathematicae. Graph Theory (01-05-2019)
    “…Plesnik proved that the edge connectivity and minimum degree are equal for diameter 2 graphs. We provide a streamlined proof of this fact and characterize the…”
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    Journal Article
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    Efficient dominating sets in labeled rooted oriented trees by Schwenk, Allen J., Yue, Bill Q.

    Published in Discrete mathematics (06-12-2005)
    “…An oriented graph G → is said to have an efficient dominating set S if S is a set of vertices of G → and for each vertex v of G → , either v is in S and v is…”
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    An Unanticipated Decimal Expansion by Schwenk, Allen

    Published in Math horizons (01-09-2012)
    “…They have been spotted in pinecones and snail shells, but just how did the Fibonacci numbers manage to weasel their way into the decimal representation of a…”
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    Irrational Roots of Integers by Khazad, Ayshhyah, Schwenk, Allen J.

    Published in The College mathematics journal (01-01-2005)
    “…Khazad and Schwenk discuss the irrational roots of integers…”
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    What is the Correct Way to Seed a Knockout Tournament? by Schwenk, Allen J.

    Published in The American mathematical monthly (01-02-2000)
    “…In an elimination tournament, also called a knockout tournament, teams play head-to-head matches with the loser eliminated from further competition and the…”
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    A Polynomial with a Root Mod m for Every m by Schwenk, Allen J.

    Published in The College mathematics journal (01-11-2000)
    “…Using the Chinese Remainder Theorem, Schwenk addresses whether when there is no integer root, it may still be possible to a have a root mod "m" for every "m."…”
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    Several Sets of n + 1 Shapes, Each the Similitude Union of the Other n by Schwenk, Allen J.

    Published in The College mathematics journal (01-03-1999)
    “…Schwenk examines the mathematics of a collection of three different planar shapes in which each is the union of shapes similar to the other two…”
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    P. G. O. M by Schwenk, Allen J.

    Published in The American mathematical monthly (01-04-1989)
    “…A poem is presented…”
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    Distortion of Average Class Size: The Lake Wobegon Effect by Schwenk, Allen

    Published in The College mathematics journal (01-09-2006)
    “…There is a distorting phenomenon that occurs when computing average class sizes that need to be widely circulated. Namely, the average reported by the…”
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    The Steady State Sabbatical Rate by Schwenk, Allen J.

    Published in Mathematics magazine (01-06-1998)
    “…The solution to how many faculty at a research university are likely to go on sabbatical at any given time depends upon two modest assumptions and knowledge of…”
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    Magazine Article
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    Which Rectangular Chessboards Have a Knight's Tour? by Schwenk, Allen J.

    Published in Mathematics magazine (01-12-1991)
    “…  The full solution of the knight's tour problem, a problem involving the spanning tours by a knight on various rectangular chessboards, is quite brief and…”
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    Magazine Article
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    Comparing 0, {0}, {{0}}, etc by Schwenk, Allen J

    Published in The College mathematics journal (01-05-2002)
    “…A problem that helps students in explaining the difference between the empty set 0 and the set whose element is the empty set {0} and the set whose element is…”
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    Maximizing the Probability of a Big Sweepstakes Win by Ecker, Michael W.

    Published in The College mathematics journal (01-01-2007)
    “…This article explores the question, "When should you mail in your entries to a sweepstakes in order to have the best chance of winning?"…”
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    Remarks on Problem B-3 on the 1990 William Lowell Putnam Mathematical Competition by Liu, Jiuqiang, Schwenk, Allen J.

    Published in Mathematics magazine (01-02-1994)
    “…  Remarks on problem B-3 on the 1990 William Lowell Putnam Mathematical Competition are presented…”
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