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Applications in Science and Engineering
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Algebraic Computation algebraic curves algebraic geometry analysis analytic Anil Nerode applications of symbolic Applied Mathematics approximation arithmetic bolic computation Buchberger calculations Chudnovsky complex computation software computer algebra systems computer science courses curriculum Department of Mathematics differential equations educational materials ematical example factoring polynomials finite fields functions fundamental funding agencies Funding research Geostatistics graduate Grobner bases Guckenheimer hardware implemented important improved integer factoring integration interactions Kaltofen Kriging linear Macsyma manipulation Math Mathematica mathematics and computer mock theta functions models modular multivariate polynomial needed number theory numeric computation polynomial factorization potential probabilistic algorithms Proc Program Director putation recent research on symbolic reusable RISC-LINZ robot science and engineering scientific and engineering scientists software systems solutions sporadic groups Subpanel supercomputers symbolic and algebraic symbolic and numeric symbolic computation research symbolic computation software symbolic computation systems Symp theorem tion tool user interfaces workshop