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Rabin's width of a complete proof and the width of a semialgebraic set

  • Tomás Recio
  • Luis M. Pardo
Advanced Algorithms
Part of the Lecture Notes in Computer Science book series (LNCS, volume 378)

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References

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    C. Andradas, E. Becker, On the Real Stability Index of Rings and its Application to Real Algebraic Geometery, Publ. Sem. Logique et Algèbre Réelle, Univ. Paris VII, 1984–85.Google Scholar
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    M. Ben-Or, Lower bounds for Algebraic Computation Trees, Proc. 15th ACM Annual Symp. on Theory of Comp., pp 80–86, 1983Google Scholar
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    J. Bochnak, M. Coste, M. F. Roy, Géometrie Algebrique Réelle, forthcoming book in Springer.Google Scholar
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    L. Bröcker, Minimale Erzeugung von Positivbereichen, Geometriae Dedicata 16, pp 335–350, 1984CrossRefGoogle Scholar
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    L. Bröcker, Spaces of Orderings and Semialgebraic Sets, Quadratic and Hermitian Forms CMS Conference Proc. 4, pp 231–248, 1984Google Scholar
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    L. Bröcker, Description of Semialgebraic Sets by few polynomials, ICPAM Summer School on Real Algebraic Geometry, Nice 1985Google Scholar
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    J. W. Jaromczyk, An Extention of Rabin's Complete Proof Concept, Springer LNCS 118, pp 321–326, 1981Google Scholar
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    M. O. Rabin, Proving Simultaneous Positivity of Linear Forms, J. of Computer and System Sciences 6, pp 639–650, 1972Google Scholar

Copyright information

© Springer-Verlag Berlin Heidelberg 1989

Authors and Affiliations

  • Tomás Recio
    • 1
  • Luis M. Pardo
    • 1
  1. 1.Dept. de MatematicasFacultad de Ciencias (Universidad de Cantabria)SantanderSpain

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