<references>
<!-- references checked and updated - TWJ 6/22/2010 -->
<title>References and Suggested Readings</title>
<!--Fix intro
<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>
-->
<!-- %Reference updated - TWJ 6/22/2010 -->
<!-- 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>
<!-- %Reference updated - TWJ 6/22/2010 -->
<!-- was [3] -->
<biblio type="raw">
Gallian, J. A.
<title>Contemporary Abstract Algebra</title>.
7th ed. Brooks/Cole, Belmont, CA, 2009.
</biblio>
<!-- %Reference updated - TWJ 6/22/2010 -->
<!-- was [4] -->
<biblio type="raw">
Hall, M.
<title>Theory of Groups</title>.
2nd ed. American Mathematical Society, Providence, 1959.
</biblio>
<!-- %Reference updated - TWJ 6/22/2010 -->
<!-- was [5] -->
<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. -->
<!-- %Reference updated 6/22/2010 - TWJ -->
<!-- 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>
References 1.5 References and Suggested Readings
View Source for references
View Source for biblio
<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>
[1]
Burnside, W. Theory of Groups of Finite Order. 2nd ed. Cambridge University Press, Cambridge, 1911; Dover, New York, 1953. A classic. Also available at books.google.com.
View Source for biblio
<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>
[2]
Gallian, J. A. and Winters, S. βModular Arithmetic in the Marketplace,β The American Mathematical Monthly 95 (1988): 548β51.
View Source for biblio
<biblio type="raw">
Gallian, J. A.
<title>Contemporary Abstract Algebra</title>.
7th ed. Brooks/Cole, Belmont, CA, 2009.
</biblio>
[3]
Gallian, J. A. Contemporary Abstract Algebra. 7th ed. Brooks/Cole, Belmont, CA, 2009.
View Source for biblio
<biblio type="raw">
Hall, M.
<title>Theory of Groups</title>.
2nd ed. American Mathematical Society, Providence, 1959.
</biblio>
[4]
Hall, M. Theory of Groups. 2nd ed. American Mathematical Society, Providence, 1959.
View Source for biblio
<biblio type="raw">
Kurosh, A. E.
<title>The Theory of Groups</title>,
vols. I and II. American Mathematical Society, Providence, 1979.
</biblio>
[5]
Kurosh, A. E. The Theory of Groups, vols. I and II. American Mathematical Society, Providence, 1979.
View Source for biblio
<biblio type="raw">
Rotman, J. J.
<title>An Introduction to the Theory of Groups</title>.
4th ed. Springer, New York, 1995.
</biblio>
[6]
Rotman, J. J. An Introduction to the Theory of Groups. 4th ed. Springer, New York, 1995.