'Theoretical computer science' diaporamas de présentation

The full Steiner tree problem

The full Steiner tree problem. Theoretical Computer Science 306 (2003) 55-67 C. L. Lu, C. Y. Tang, R. C. T. Lee. Reporter: Cheng-Chung Li 2004/06/28. Outline. Definition of Steiner tree. Approximation Algorithms. Define of full Steiner tree. A greedy approximation algorithms.

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Introduction to Logic

Introduction to Logic. Sections 1.1 and 1.2 of Rosen Fall 2008 CSCE 235 Introduction to Discrete Structures cse235@cse.unl.edu. Introduction: Logic?. We will study Propositional Logic (PL) First-Order Logic (FOL) Logic is the study of the logic relationships between objects and

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The Birth of Model Checking

The Birth of Model Checking. Edmund M. Clarke Department of Computer Science Carnegie Mellon University. Quote For The Day. When the time is ripe for certain things, these things appear in different places in the manner of violets coming to light in early spring.

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The Birth of Model Checking

The Birth of Model Checking. Edmund M. Clarke Department of Computer Science Carnegie Mellon University. Quote For The Day. When the time is ripe for certain things, these things appear in different places in the manner of violets coming to light in early spring.

543 views • 41 slides

Charles University in Prague Faculty of Mathematics and Physics

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Theoretical Computer Science Algorithms and Complexity

Theoretical Computer Science Algorithms and Complexity. Chris Umans. Algorithms. Systems and Software Design and Implementation. Theoretical Computer Science. Computability and Complexity. Theory. Theoretical Computer Science. At the heart of computer programs lie algorithms

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Demystifying the Hoopla Around Computer Science and Common Core Mathematics Standards

Demystifying the Hoopla Around Computer Science and Common Core Mathematics Standards. Julie Tonsing -Meyer & Kian L. Pokorny McKendree University METC 2013 February 12. Background Information. How many offer Computer Science courses?

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Definitions of R&D, innovation and S&T activities

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The NP class. NP-completeness

The NP class. NP-completeness. The NP-class.

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A simple linear algorithm for computing rectilinear 3-centers

A simple linear algorithm for computing rectilinear 3-centers. Michael Hoffmann Computational Geometry 31(2005)150-165. Reporter: Lincong Fang Nov 3,2005. Outline. About the author Problem statement Previous works One-dimensional 3-centers Planar rectilinear 3-centers

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CSCI 1900 Discrete Structures

CSCI 1900 Discrete Structures. Sequences Reading: Kolman, Section 1.3. Sequence. A sequence is a list of objects arranged in a definite order Difference between set and sequence A set has no order and no duplicated elements A sequence has a specific order and elements may be duplicated

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Simon Algorithm

Simon Algorithm. String matching algorithms and automata SIMON I. 1st American Workshop on String Processing, pp 151-157(1993). Advisor: Prof. R. C. T. Lee Speaker: C. W. Lu. String matching problem Given a text string T of length n and a pattern string P of length m .

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Smith Algorithm

Smith Algorithm. Experiments with a very fast substring search algorithm, SMITH P.D., Software - Practice & Experience 21(10), 1991, pp. 1065-1074. . Adviser: R. C. T. Lee Speaker: C. W. Cheng National Chi Nan University. Problem Definition.

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Generating random regular graphs

Generating random regular graphs. J.H. Kim (Microsoft) V. Vu (UCSD).

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CPS 196.2

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Horspool Algorithm

Horspool Algorithm. Source : Practical fast searching in strings R. NIGEL HORSPOOL Advisor: Prof. R. C. T. Lee Speaker: H. M. Chen. Text. Pattern. Definition of String Matching Problem.

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COMPSAc 2012 Panel 2 Software Testing, Software Quality and Trust in Software-Based Systems

COMPSAc 2012 Panel 2 Software Testing, Software Quality and Trust in Software-Based Systems. POSITION STATEMENT Can Testing Prove Software Has No Bug ?. Hong Zhu Department of Computing and Communication Technologies Oxford Brookes University, Oxford OX33 1HX, UK

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Lecture S1: Sample Lecture

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