'Universal conditional statement' presentation slideshows

Discrete Mathematics Lecture 3

Harper Langston New York University Summer 2016. Discrete Mathematics Lecture 3. Administration. Class Web Site http://cs.nyu.edu/courses/summer16/ CSCI-GA.2340-001/ Mailing List Subscribe at see website Messages to: see website TA/Office Hours, etc: Jianbo Sun Homework. Predicates.

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Discrete Mathematics Lecture 2 Logic of Quantified Statements, Methods of Proof, Set Theory, Number Theory Introduction

Discrete Mathematics Lecture 2 Logic of Quantified Statements, Methods of Proof, Set Theory, Number Theory Introduction and General Good Times. Harper Langston New York University. Predicates.

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(CSC 102)

(CSC 102). Discrete Structures. Lecture 6. Previous Lectures Summary. Different forms of arguments Modus Ponens and Modus Tollens Additional Valid Arguments Valid Argument with False Conclusion Invalid argument with a true Conclusion Converse and Inverse error

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The Logic of Quantified Statements

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Intro to Predicates and Quantified Statements

Intro to Predicates and Quantified Statements. Predicate: A sentence that contains a finite number of variables and becomes a statement when values are substituted for the variables. Domain: the set of all values that can be substituted for the variables

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Chapter 2

Chapter 2. The Logic of Quantified Statements. Section 2.1. Intro to Predicates & Quantified Statements. Predicate Calculus. The symbolic analysis of predicates and quantified statements is known as predicate calculus. Predicate calculus is used to determine the validity of statements like:

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Chapter 2

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Quantifiers and Negation

Quantifiers and Negation. Predicates. Predicate. Will define function . The domain of a function is the set from which possible values may be chosen for the argument of the function. A predicate is a function whose possible values are True and False. Universal Quantifier.

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Discrete Structures

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Introduction to Predicates and Quantified Statements II

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