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University of Bonn -> Department of Computer Science -> Chair V | ||
CS-Reports 1993 |
Copyright 1993 University of Bonn,
Department of Computer Science, Chair V
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8590 |
Bonn Workshop on Randomized Algorithms (RAND)
Dima Grigoriev, Marek Karpinski [Download PostScript] [Download PDF] [Abstract] |
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8597 |
Polynomial-Time Computation of the Dimension of Algebraic Varieties in Zero--Characteristic
Aexander L. Christov [Download PostScript] [Download PDF] [Abstract] |
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8598 |
An Algorithm to Learn Read-Once Threshold Formulas, and some Generic Transformations between Learning Models
Nader H. Bshouty, Thomas R. Hancock, Lisa Hellerstein, Marek Karpinski [Download PostScript] [Download PDF] [Abstract] |
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8599 |
Lower Bounds on Complexity of Testing Membership to a Polygon for Algebraic and Randomized Computation Trees
Dima Grigoriev, Marek Karpinski [Download PostScript] [Download PDF] [Abstract] |
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85100 |
ESPRIT BR Working Group - 7097 (RAND): Annual Progress Report 1992 , 1993
Marek Karpinski [Download PostScript] [Download PDF] [Abstract] |
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85101 |
Alphabet-Independent Optimal Parallel Search for Three-Dimensional Patterns
Marek Karpinski, Wojciech Rytter [Download PostScript] [Download PDF] [Abstract] |
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85102 |
On a Sublinear Time Parallel Construction of Optimal Binary Search Trees
Marek Karpinski, Wojciech Rytter [Download PostScript] [Download PDF] [Abstract] |
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85103 |
Lower Bounds on Testing Membership to Polyhedron by Algebraic Decision Trees
Dima Grigoriev, Marek Karpinski, Nicolai Vorobjov [Download PostScript] [Download PDF] [Abstract] |
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85104 |
Lower Space Bounds for Randomized Computation
Rusins Freivalds, Marek Karpinski [Download PostScript] [Download PDF] [Abstract] |
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85105 |
An Interpolation Algorithm for Sparse Polynomials over Zm
Kai Werter [Download PostScript] [Download PDF] [Abstract] |
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85106 |
Optimal Bounds for Testing Sparse Polynomials over F3
Kai Werter [Download PostScript] [Download PDF] [Abstract] |
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Last Change:
06/18/13 at 09:36:56
Deutsch |
University of Bonn -> Department of Computer Science -> Chair V |