'Set theory' diaporamas de présentation

Discrete Mathematics

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Logic

Logic. Unsolvability results also imply unprovability in logics Logics we will look at (all very briefly) Aristotelian logic Euclidean geometry Propositional logic First order logic Peano axioms Zermelo Fraenkel set theory Higher order logic.

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RELATIONAL ALGEBRA (III)

CS157A. RELATIONAL ALGEBRA (III). Prof. Sin-Min LEE Department of Computer Science. Lecture 10. Unary Relational Operations: SELECT and PROJECT. The PROJECT Operation Sequences of Operations and the RENAME Operation The SELECT Operation. Relational Algebra Operations from Set Theory.

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Formal Methods: Z

Formal Methods: Z. CS 415, Software Engineering II Mark Ardis, Rose-Hulman Institute March 18, 2003. Outline. Types of Formal Methods Introduction to Z Examples. Formal Methods. Specification and verification methods Have formal (mathematical) semantics unambiguous

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CMSC 671 Fall 2001

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CS 173: Discrete Mathematical Structures

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APPENDIX A: REVIEW OF LINEAR ALGEBRA APPENDIX B: CONVEX AND CONCAVE FUNCTIONS

APPENDIX A: REVIEW OF LINEAR ALGEBRA APPENDIX B: CONVEX AND CONCAVE FUNCTIONS . V. Sree Krishna Chaitanya 3 rd year PhD student Advisor: Professor Biswanath Mukherjee Networks Lab University of California, Davis June 4, 2010 . APPENDIX A: REVIEW OF LINEAR ALGEBRA. Sets Vectors

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First Order Logic

First Order Logic. Introduction to Artificial Intelligence CS440/ECE448 Lecture 10 SECOND HOMEWORK DUE MONDAY. Last lecture. Propositional logic Syntax and semantics (Sound) inference rules and procedures This Lecture First order logic Syntax and semantics Fun (?) with sentences

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Cantor and Countability:

Cantor and Countability:. A look at measuring infinities How BIG is big?. 10 100 = a Googol 10 googol = a Googolplex 10 9999999 = one Tremilliomilliotrecentrecentre. Mathematics in the 1800s: Focus on Fundamentals.

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Relational Algebra

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LISP: Power and Elegance in ONE

LISP: Power and Elegance in ONE. Overview . The History of Lips Lisp, Mathematics and Elegance The Power of Lisp Lisp in Commercial Use.

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University Mathematics: Is the Math Path Right for You?

University Mathematics: Is the Math Path Right for You?. Rajaa AlTalli. University Mathematics: Is the Math Path Right for You? . Necessary preparation Daily program schedule Aims of the course Important points of detail . University Mathematics: Is the Math Path Right for You?.

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The Square Root of 2, p , and the King of France: Ontological and Epistemological Issues Encountered (and Ignored) in

The Square Root of 2, p , and the King of France: Ontological and Epistemological Issues Encountered (and Ignored) in Introductory Mathematics Courses. Martin E. Flashman* ( flashman@axe.humboldt.edu ) Humboldt State University and Occidental College

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Basic Definitions of Set Theory

Basic Definitions of Set Theory. Lecture 24 Section 5.1 Fri, Mar 2, 2007. The Universal Set. Whenever we use sets, there must be a universal set U which contains all elements under consideration. Typical examples are U = R and U = N .

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Set Theory

Set Theory. Relations, Functions, and Countability. Relations. Let B ( n ) denote the number of equivalence relations on n elements. Show that B(n) ? . Show that B(n) ? n!. Show that B(n) ? 2 n?1 . . Bell numbers. Functions and Equivalence Relations. Remark

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Set Theory

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323 Morphology

323 Morphology. 3.1 Productivity and the Lexicon

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323 Notes on Phonemic Theory in Terms of Set Theory

1. Notes on Phonemic Theory

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