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<title>Abstract of Algebra / Type Theory CADE94 Paper</title>Abstract for: <br>Paul B. Jackson. Exploring Abstract Algebra in Constructive Type Theory.  In A.Bundy, editor, <cite>12th International Conference on AutomatedDeduction,</cite> Lecture Notes in Artifical Intelligence. SpringerVerlag, June 1994.  <p><hr>I describe my implementation of computational abstract algebra inthe Nuprl system. I focus on my development of multivariatepolynomials. I show how I use Nuprl's expressive type theory todefine classes of free abelian monoids and free monoid algebras. Theseclasses are combined to create a class of all implementations ofpolynomials. <p>I discuss the issues of subtyping and computational content that cameup in designing the class definitions.  I give examples of relevanttheory developments, tactics and proofs.  I consider how Nuprl couldact as an algebraic `oracle' for a computer algebra system and therelevance of this work for abstract functional programming.<p><hr>Last Modified Jan 20th, 1995<p><address> Paul Jackson / <a href="mailto:jackson@cs.cornell.edu">jackson@cs.cornell.edu</a> </address>

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