'Finite sets' diaporamas de présentation

Roberto Sebastiani Based mostly on the work and slides by Rajeev Alur ,

I ntroduction to Formal Methods for SW and HW Development 11 - Timed and Hybrid Systems: Formal Modeling and Verification. Roberto Sebastiani Based mostly on the work and slides by Rajeev Alur , with further contributions from: Andrea Mattioli , Paritosh Pandya , Yusi Ramadian.

1.15k views • 103 slides

CompSci 102 Discrete Math for Computer Science

818 views • 65 slides

Discrete Mathematics I Lectures Chapter 7

Discrete Mathematics I Lectures Chapter 7. Some material adapted from lecture notes provided by Dr. Chungsim Han and Dr. Sam Lomonaco. Dr. Adam Anthony Spring 2011. Functions. A function f from a set A to a set B is an assignment of elements in A to elements in B such that

707 views • 52 slides

Image-based pattern recognition principles

Image-based pattern recognition principles. Presenter : Ke-Jie Liao Advisor : Jian-Jiun Ding, Ph. D. Professor DISP Lab GICE National Taiwan University , Taipei, Taiwan,ROC. Outline. Introduction 2D Matched Filter Image Registration Bayes Statistical Classifier Neural Networks

769 views • 51 slides

What is an Algorithm?

603 views • 45 slides

Database Systems Lecture #2

Database Systems Lecture #2. Yan Pan School of Software, SYSU 2011. Agenda. E/R model Identify entity sets, relations and attributes One-one, one-many, many-many relations Simple ER diagrams to model a situation 3-way relationships, multiple roles, subclasses Design issues Simplicity

577 views • 43 slides

Sequences and Summations

Sequences and Summations. CS/APMA 202 Rosen section 3.2 Aaron Bloomfield. Definitions. Sequence: an ordered list of elements Like a set, but: Elements can be duplicated Elements are ordered. Sequences. A sequence is a function from a subset of Z to a set S

606 views • 39 slides

Specification-based Protocol Testing

Specification-based Protocol Testing. Hyoung Seok Hong Oleg Sokolsky CSE 642. Outline. Introduction Specifications, implementations Conformance relations Tests, testing architectures Assumptions, etc. Formal protocol specifications Finite-state machine (FSM) testing

845 views • 38 slides

Functional Dependencies

498 views • 32 slides

The Mathematics of Infinity

1.73k views • 31 slides

Selective screenability, products and topological groups

III Workshop on Coverings, Selections and Games in Topology April 25-29, 2007 Serbia. Selective screenability, products and topological groups. Liljana Babinkostova Boise State University. Selection principle S c ( A , B ).

371 views • 28 slides

CHAPTER 1 SETS

10.69k views • 21 slides

Application: The Pigeonhole Principle

Application: The Pigeonhole Principle. Lecture 37 Section 7.3 Wed, Apr 4, 2007. The Pigeonhole Principle. Pigeon version: If you put n pigeons into m pigeonholes, and n > m , then at least at least two pigeons are in the same pigeonhole.

613 views • 20 slides

Sets Day #1 Part I

Sets Day #1 Part I. Definitions. A set is a collection of objects. Each object in the set is called an element or member of the set. Example. Let A be a collection of three markers. Example. Let B be the set of students currently enrolled in this section of MAT 142.

308 views • 17 slides

Relations Between S ets

223 views • 15 slides

Sect. 1.1 Some Basics of Algebra

Sect. 1.1 Some Basics of Algebra. Numbers, Variables, and Constants Operations and Exponents English phrases for operations Algebraic Expressions vs. Equations Evaluating Algebraic Expressions Sets and Set Notation Important Sets of Numbers. Numbers, Variables, and Constants.

298 views • 14 slides

Algebra 2

Algebra 2. Union and Intersection of Sets. Union and Intersection of Sets. WARMUP S = { 4, 6, 8, 10 } T = { 8, 10, 12, 14 } Is there a one-to-one correspondence between S and T? Is S = T? Is 6 ? S? Is 6 ? T? Is { 4, 6 } ? S?. Union and Intersection of Sets.

233 views • 11 slides

Turn in HW7 (put your name on it) Return HW6 Avg: 77 Adj Avg: 82.5 Median: 85

Turn in HW7 (put your name on it) Return HW6 Avg: 77 Adj Avg: 82.5 Median: 85 Emmanuel graded Section 3.1 (green) Pascal graded Section 3.2 (red) http://www.cs.virginia.edu/~cmt5n/cs202/hw6 #24: 8pts, #29: 6pts, #30: 6pts (grouped to 20) Test 2 is Wednesday, April 2

123 views • 6 slides

7.5 Inclusion-Exclusion

7.5 Inclusion-Exclusion. The Principle of Inclusion-Exclusion. Example 1: In a discrete mathematics class every student is a major in computer science or mathematics , or both. The number of students having computer science as a major (possibly along with mathematics) is 25;

715 views • 5 slides

7.5 Inclusion-Exclusion

7.5 Inclusion-Exclusion. The Principle of Inclusion-Exclusion. Example 1: In a discrete mathematics class every student is a major in computer science or mathematics , or both. The number of students having computer science as a major (possibly along with mathematics) is 25;

448 views • 5 slides