References 3.8 References and Suggested Readings

    <references>
    <!--  references checked and updated - TWJ 6/22/2010 -->
        <title>References and Suggested Readings</title>
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        <introduction>
            <p>References [2] and [3] show how group theory can be used in error detection schemes.  Other sources cover more advanced topics in group theory.</p>
        </introduction>
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        <!-- was [1] -->
        <biblio type="raw">Burnside, W. <title>Theory of Groups of Finite Order</title>. 2nd ed. Cambridge University Press, Cambridge, 1911; Dover, New York, 1953.  A classic.  Also available at books.google.com.</biblio>

        <!-- was [2] -->
        <biblio type="raw">Gallian, J. A. and Winters, S. <q>Modular Arithmetic in the Marketplace,</q> <title>The American Mathematical Monthly</title> <volume> 95</volume> (1988): 548<ndash/>51.</biblio>

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        <!-- was [3] -->
        <biblio type="raw">Gallian, J. A. <title>Contemporary Abstract Algebra</title>. 7th ed. Brooks/Cole, Belmont, CA, 2009. </biblio>

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        <!-- was [4] -->
        <biblio type="raw"> Hall, M. <title>Theory of Groups</title>. 2nd ed. American Mathematical Society, Providence, 1959.</biblio>

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        <biblio type="raw">Kurosh, A. E. <title>The Theory of Groups</title>, vols. I and II. American Mathematical Society, Providence, 1979.</biblio>

        <!-- %  The following two books are out of print and probably not readily available - TWJ 6/22/2010  -->
        <!-- [6] MacDonald, I. D. The Theory of Groups. Krieger, London, 1988. -->
        <!-- [7] Rose, J. S. A Course on Group Theory. Cambridge University Press, Cambridge, 1978. -->

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        <!-- was [6] -->
        <biblio type="raw">Rotman, J. J. <title>An Introduction to the Theory of Groups</title>. 4th ed. Springer, New York, 1995.</biblio>
    </references>