Computer Science

EUROCAL '85. European Conference on Computer Algebra. Linz, Austria, April 1-3, 1985. Proceedings

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Cover: EUROCAL '85. European Conference on Computer Algebra. Linz, Austria, April 1-3, 1985. Proceedings
  • Band: 203
  • Autor: Buchberger, Bruno
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  • Medium: E-Book
  • Veröffentlicht: 30.06.2005
  • Genre: Sonstiges

EUROCAL '85. European Conference on Computer Algebra. Linz, Austria, April 1-3, 1985. Proceedings

Inhaltsverzeichnis

  • Computer algebra: Past and future.
  • MACSYMA: Capabilities and applications to problems in engineering and the sciences.
  • A preview of the next IBM-PC version of muMATH.
  • Current developments in LISP.
  • Computer algebra as a research tool in physics.
  • Symbolic computation and chemistry.
  • Computational geometry: Selected algorithms and paradigms.
  • Algebraic and symbolic computation in digital signal processing, coding and cryptography.
  • Computer algebra and practical analysis.
  • A new arithmetic for scientific computation with exact evaluation of expressions.
  • Algorithmic methods in automatic programming.
  • Proof theory and the synthesis of programs: Potential and limitations.
  • Constructions: A higher order proof system for mechanizing mathematics.
  • Scientific computation: The integration of symbolic, numeric and graphic computation.
Cover: EUROCAL '85. European Conference on Computer Algebra. Linz, Austria, April 1-3, 1985. Proceedings
  • Band: 204
  • Autor: Caviness, Bob F.
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  • Medium: E-Book
  • Veröffentlicht: 14.07.2005
  • Genre: Sonstiges

EUROCAL '85. European Conference on Computer Algebra. Linz, Austria, April 1-3, 1985. Proceedings

Inhaltsverzeichnis

  • Algorithms for polynomial division.
  • Sparse hensel lifting.
  • Heugcd: How elementary upperbounds generate cheaper data.
  • Gaussian elimination over a euclidean ring.
  • Demonstration of reduce3 as implemented on a stand-alone Motorola 68000 based microcomputer.
  • The Scratchpad II computer algebra language and system.
  • The SAC-2 computer algebra system.
  • DOE-MACSYMA: Progress report.
  • Towards practical implementations of syllogistic.
  • Path resolution and semantic graphs.
  • Fast subsumption algorithms.
  • Substitution expressions: Extracting solutions of non-Horn clause proofs.
  • The complexity of elementary problems in archimedean ordered groups.
  • Progress on the equivalence problem.
  • Symbol representations of noncommutative algebras.
  • Algebraic computations in elementary catastrophe theory.
  • Bifurcation theory and computer algebra: An initial approach.
  • Factorization of polynomials by transcendental evaluation.
  • Factorization of rational polynomials in the Zassenhaus — Norm.
  • On decomposable and commuting polynomials.
  • Fast polynomial decomposition algorithms.
  • A program system for root finding.
  • A program system for factorization of polynomials with rational coefficients.
  • THKLISP as a base of formula manipulation systems.
  • AMP a system for algebraic computations.
  • The program ortocartan for applications in Einstein's relativity theory.
  • Sheep and classification in general relativity.
  • Norcan — A computer calculus program.
  • Demo of stensor.
  • Visual environments for symbolic computation.
  • Syntactic equivalences inducing semantic equivalences.
  • The Algos computational system.
  • Retrieval in a module library using formal specifications: Preliminary search using syntactic properties.
  • The J-Machine: Functional programming with combinators.
  • Symbolic algebra in problems ofnonlinear mechanics.
  • Macsyma's computation of dirac-bergmann algorithm for Hamiltonian syytems with constraints.
  • Infinite dimensional computer Lie algebra ?.
  • Application of computer algebra to the theory of the vibration-rotational spectra of diatomic molecules.
  • Algorithms for the character theory of the symmetric group.
  • Worst-case analysis of algorithms for computational problems on abelian permutation groups.
  • A completion of some coxeter groups.
  • A CAYLEY file of finite simple groups.
  • On some laws in PSL(2, q).
  • An adjacency algorithm for cylindrical algebraic decompositions of three-dimensional space.
  • A cluster-based cylindrical algebraic decomposition algorithm.
  • On mechanical quantifier elimination for elementary algebra and geometry: Solution of a nontrivial problem.
  • Gröbner bases using SAC2.
  • A polynomial-time algorithm for the topological type of a real algebraic curve.
  • An improved projection operation for cylindrical algebraic decomposition.
  • Arithmetic in quadratic fields with unique factorization.
  • About a new method for computing in algebraic number fields.
  • An algebraic implementation of packages.
  • The SMP pattern matcher.
  • An expression compression package for REDUCE based on factorization and controlled expansion.
  • STENSOR uses disc automatically for very large computations.
  • Numerical methods with automatic verification.
  • ACRITH — High accuracy arithmetic subroutine library.
  • Floating-point computation in PASCAL-SC with verified results.
  • PASCAL-SC demonstration accurate arithmetic for verified results.
  • A solution to the polynomial hensel-code conversion problem.
  • A posteriori interval analysis.
  • Symbolic manipulations on a computer and their application to generation and investigation of difference schemes.
  • Completeness in data typespecifications.
  • On solving the equality problem in theories defined by Horn clauses.
  • Reducing the complexity of the Knuth-Bendix completion algorithm: A „unification“ of different approaches.
  • A confluence criterion based on the generalised Newman Lemma.
  • ERIL — Equational reasoning: an interactive laboratory.
  • Implementation of a general completion procedure parameterized by built-in theories and strategies.
  • Computer algebra in Norway.
  • Goppa codes: Algorithmic problems.
  • Gcd's and factoring multivariate polynomials using Grobner bases.
  • A note on the complexity of constructing standard bases.
  • Some algorithmic questions on ideals of differential operators.
  • Obtaining complete sets of reductions and equations without using special unification algorithms.
  • An overview of completion algorithms.
  • The optimisation by „code motion“ of user programs for an algebraic manipulation system.
  • An improved plotting package for VAXIMA.
  • On logic programs with data-driven computations.
  • Darwin, a system designed for the study of enumerative combinatorics.
  • Correctness proofs of the implementation of abstract data types.
  • Using prolog for constructing geometric objects defined by constraints.
  • The role of symbolic computation in the management of scientific information.
  • CIM (computer integrated manufacturing) — A challenge for symbolic computation.
  • Symbolic and algebraic computation may support secondary education.
  • Software toolkit for input stage measurement in symbolic compuation.
  • The algebraic manipulation systems on the electrical power systems.
  • A new method of computing fundamental units in algebraic number fields.
  • The generalized Voronoi-algorithm in totally real algebraic number fields.
  • An algorithm for the computation of perfect polyhedral cones over realquadratic number fields.
  • Explicit determination of non-trivial torsion structures of elliptic curves over quadratic number fields.
  • p-Adic algorithms and the computation of zeros of p-adic l-functions.
  • On the solution of the diophantine equation Gn=pz.
  • Term orderings on the polynomial ring.
  • An algorithmic approach to local rings.
  • A reduction strategy for the taylor resolution.
  • From polynomials to Galois groups.
  • A system for parallel computer algebra programs.
  • Unification in parallel with refined linearity test: An example of recursive network structure in FP2, a functional parallel programming language.
  • The parallel L-machine for symbolic computation.
  • Unification in conditional-equational theories.
  • Mechanical translation of set theoretic problem specifications into efficient RAM code — A case study.
  • A methodology for automatic programming based on the constructive matching strategy.
  • The structural synthesis of programs: New means.
  • Taking advantage of symmetry in the automatic generation of numerical programs for finite element analysis.
  • Automatic generation of optimized programs.
  • Canonical form for rational exponential expressions.
  • Elementary and Liouvillian solutions of linear differential equations.
  • Analytical decoupling, decision of compatibility and partial integration of systems of nonlinear ordinary and partial differential equations.
  • Symbolic integration of exponential polynomials.
  • A REDUCE package for determining first integrals of autonomous systems of ordinary differential equations.
  • A package of tools for manipulation of sums and series.
  • Theory of summation in finite terms.
  • Abstract of the manuscript entitled „symbol manipulation and symmetry breaking“.
  • On improving approximate results of Buchberger's algorithm by Newton's method.

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