'Equivalence classes' presentation slideshows

The Role of Naming in the Formation of Equivalence Classes

1.1k views • 87 slides

Instructor: Robert C. Berwick berwick@ai.mit

6.863J Natural Language Processing Lecture 2: Automata, Two-level phonology, & PC-Kimmo (the Hamlet lecture). Instructor: Robert C. Berwick berwick@ai.mit.edu. The Menu Bar. Administrivia web page: www.ai.mit.edu/courses/6.863/ now with Lecture 1, Lab1

893 views • 72 slides

The use of Rough Set in Geographical Information Systems

634 views • 48 slides

Partial Program Admission

Partial Program Admission. Mike Wilson, Ron Cytron, and Jon Turner Computer Science & Engineering. Presentation Roadmap. Context and Problem Partial Program Admission Concept Algorithm Complexity Evaluation Real Programs Future Directions Conclusions. Presentation Roadmap.

449 views • 37 slides

Relations

Relations. Binary Relations. a relation between elements of two sets is a subset of their Cartesian product (of ordered pairs). Note the di ?erence between a relation and a function: in a relation, each a ? A can map to multiple elements in B. Thus, relations are generalizations of functions.

508 views • 32 slides

417 views • 27 slides

Rosen, Section 8.5 Equivalence Relations

Rosen, Section 8.5 Equivalence Relations. Longin Jan Latecki Temple University, Philadelphia latecki@temple.edu Some slides from Aaron Bloomfield. Introduction. Certain combinations of relation properties are very useful

395 views • 24 slides

Lecture 9 Minimum DFA

299 views • 20 slides

MYHILL NERODE THEOREM

MYHILL NERODE THEOREM. By Anusha Tilkam. Myhill Nerode Theorem:. The following three statements are equivalent The set L ? ?* is accepted by a FSA L is the union of some of the equivalence classes of a right invariant equivalence relation of finite index.

329 views • 20 slides

Chapter 3 Properties of Finite Automata and Regular Expressions

Chapter 3 Properties of Finite Automata and Regular Expressions. 3.1 Minimization of Finite Automata.

398 views • 19 slides

Ordered Sets. Relations. Equivalence Relations

Ordered Sets. Relations. Equivalence Relations. Ordered Pair. When listing the elements of a set, the order in which the elements is immaterial. In ordered pair of elements a and b, denoted (a, b), the order in which the entries are written is taken into account.

483 views • 18 slides

Equivalence Relations

490 views • 18 slides

Properties of Approximations

411 views • 17 slides

Equivalence Relations

362 views • 17 slides

Discussion #27 Closures & Equivalence Relations

Discussion #27 Closures & Equivalence Relations. Topics. Reflexive closure Symmetric closure Transitive closure Equivalence relations Partitions. Closure. Closure means adding something until done. Normally adding as little as possible until some condition is satisfied

372 views • 15 slides

3.V. Change of Basis

3.V. Change of Basis. 3.V.1. Changing Representations of Vectors 3.V.2. Changing Map Representations. 3.V.1. Changing Representations of Vectors. Definition 1.1 : Change of Basis Matrix

432 views • 15 slides

BLACK BOX TESTING

BLACK BOX TESTING. Pendahuluan. Fokus pada faktor Fungsionalitas dan spesifikasi Perangkat Lunak Fokus pada informasi domain Tidak membutuhkan pengetahuan mengenai,alur internal, struktur Software Under Test

651 views • 14 slides

Software Testing

Software Testing. Testing Levels ( McConnel ). Unit Testing Single programmer involved in writing tested code Component Testing Multiple programmers involved in writing test code Integration Testing Testing two or more independently developed, interacting modules together

260 views • 13 slides

Properties of Relations

539 views • 9 slides

3.2 Pumping Lemma for Regular Languages

3.2 Pumping Lemma for Regular Languages .

711 views • 8 slides