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Item Details
Title: DAVENPORT-SCHINZEL SEQUENCES AND THEIR GEOMETRIC APPLICATIONS
By: Micha Sharir, Pankaj K. Agarwal
Format: Hardback

List price: £125.00
Our price: £109.38
Discount:
12.5% off
You save: £15.62
ISBN 10: 0521470250
ISBN 13: 9780521470254
Availability: Usually dispatched within 1-3 weeks.
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Publisher: CAMBRIDGE UNIVERSITY PRESS
Pub. date: 26 May, 1995
Pages: 388
Description: A comprehensive treatment of a fundamental tool for solving problems in computational and combinatorial geometry.
Synopsis: These sequences exhibit some surprising properties that make them a fascinating subject for research in combinatorial analysis. This 1995 book on the subject by two of its leading researchers will be an important resource for students and professionals in combinatorics, computational geometry and related fields.
Illustrations: bibliography
Publication: UK
Imprint: Cambridge University Press
Returns: Returnable
Some other items by this author:
A NOTE ON THE PAPADIMITRIOU-SILVERBERG ALGORITHM FOR PLANNING OPTIMAL PIECEWISE-LINEAR MOTION OF A LADDER (CLASSIC REPRINT)
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ALGORITHMIC MOTION PLANNING IN ROBOTICS
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APPLICATION OF THE USE-DEFINITION CHAINING TO ATTRIBUTE-FLOW ANALYSIS (CLASSIC REPRINT)
COMBINATORIAL COMPLEXITY BOUNDS FOR ARRANGEMENTS OF CURVES AND SURFACES
COMBINATORIAL COMPLEXITY BOUNDS FOR ARRANGEMENTS OF CURVES AND SURFACES (HB)
COMBINATORIAL GEOMETRY
COMBINATORIAL GEOMETRY (HB)
COMBINATORIAL GEOMETRY AND ITS ALGORITHMIC APPLICATIONS (HB)
COMMON TANGENTS AND COMMON TRANSVERSALS
COMMON TANGENTS AND COMMON TRANSVERSALS (HB)
COMPLEXITY OF MANY CELLS IN ARRANGEMENTS OF PLANES AND RELATED PROBLEMS (HB)
COMPUTING EXTERNAL-FARTHEST NEIGHBORS FO (PB)
COORDINATED MOTION PLANNING FOR TWO INDEPENDENT ROBOTS
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DAVENPORT-SCHINZEL SEQUENCES AND THEIR GEOMETRIC APPLICATIONS (PB)
FINANCIAL MAMANGEMENT (PB)
FINDING EFFECTIVE 'FORCE-TARGETS' FOR TWO-DIMENSIONAL MULTIFINGER FRICTIONAL GRIPS
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I TEMPI, LA VITA; I COSTUMI, GLI AMICI
INTERSECTION AND CLOSEST-PAIR PROBLEMS FOR A SET OF PLANAR OBJECTS (CLASSIC REPRINT)
INTERSECTION AND DECOMPOSITION ALGORITHMS FOR PLANAR ARRANGEMENTS (HB)
INTERSECTION AND DECOMPOSITION ALGORITHMS FOR PLANAR ARRANGEMENTS (PB)
NONLINEARITY OF DAVENPORT-SCHINZEL SEQUENCES AND OF GENERALIZED PATH COMPRESSION SCHEMES
NONLINEARITY OF DAVENPORT-SCHINZEL SEQUENCES AND OF GENERALIZED PATH COMPRESSION SCHEMES (HB)
ON K-SETS IN ARRANGEMENTS OF CURVES AND SURFACES (CLASSIC REPRINT)
ON SHORTEST PATHS AMIDST CONVEX POLYHEDRA (CLASSIC REPRINT)
ON SHORTEST PATHS IN POLYHEDRAL SPACES
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ON THE 'PIANO MOVERS' PROBLEM II. GENERAL TECHNIQUES FOR COMPUTING TOPOLOGICAL PROPERTIES OF RAL ALGEBRAIC MANIFOLDS
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ON THE CASE OF THE PIANO MOVERS' PROBLEMS
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ON THE GENERAL MOTION PLANNING PROBLEM WITH TWO DEGREES OF FREEDOM
ON THE GENERAL MOTION PLANNING PROBLEM WITH TWO DEGREES OF FREEDOM (HB)
ON THE PIANO MOVERS' PROBLEM
ON THE PIANO MOVERS' PROBLEM
ON THE PIANO MOVERS' PROBLEM
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ON THE PIANO MOVERS' PROBLEM (HB)
ON THE TWO-DIMENSIONAL DAVENPORT SCHINZEL PROBLEM (CLASSIC REPRINT)
PARTITIONING ARRANGEMENTS OF LINES
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PLANAR REALIZATIONS OF NONLINEAR DAVENPORT-SCHINZEL SEQUENCES BY SEGMENTS
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PLANNING A PURELY TRANSLATIONAL MOTION FOR A CONVEX OBJECT IN TWO-DIMENSIONAL SPACE USING GENERALIZED VORONOI DIAGRAMS
PLANNING A PURELY TRANSLATIONAL MOTION FOR A CONVEX OBJECT IN TWO-DIMENSIONAL SPACE USING GENERALIZED VORONOI DIAGRAMS (HB)
PLANNING GEOMETRY AND COMPLEXITY OF ROBOT MOTION (HB)
RAY SHOOTING AND OTHER APPLICATIONS OF S (PB)
RAY SHOOTING, IMPLICIT POINT LOCATION, AND RELATED QUERIES IN ARRANGEMENTS OF SEGMENTS
RAY SHOOTING, IMPLICIT POINT LOCATION, AND RELATED QUERIES IN ARRANGEMENTS OF SEGMENTS (HB)
ROBOTICS - THE ALGORITHMIC PERSPECTIVE (HB)
ROBOTICS RESEARCH TECHNICAL REPORT
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SOME REMARKS ON ROBOT VISION
SOME REMARKS ON ROBOT VISION (HB)
THE COMPLEXITY OF MANY CELLS IN ARRANGEMENTS OF PLANES AND RELATED PROBLEMS
THE COMPLEXITY OF MANY FACES IN ARRANGEMENTS OF LINES AND OF SEGMENTS
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THE SHORTEST WATCHTOWER AND RELATED PROB (PB)
THE UPPER ENVELOPE OF PIECEWISE LINEAR FUNCTIONS AND THE BOUNDARY OF A REGION ENCLOSED BY CONVEX PLATES
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VISIBILITY PROBLEMS FOR POLYHEDRAL TERRAINS (HB)

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