'Antisymmetric relation' presentation slideshows

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???. ????????. 2.1 ?????. ? 2.2. 2.2 ????. Example. ???? U = {1, 2, 3, 4, 5, 6, 7} ? U ???? C = {1, 2, 3, 6} ??? U ???? P ( U ) ????? R ?? : ? A , B ? P ( U ) ? A R B ???? A ? C = B ? C . {1, 2, 4, 5} ? {1, 2, 5, 7} ???? R ???? {1, 2, 4, 5}?C = {1, 2} = {1, 2, 5, 7}?C .

604 views • 46 slides

Fuzzy graph and relation

Fuzzy graph and relation. Outline. Graph and fuzzy graph Characteristics of fuzzy relations Types of fuzzy relations. Graph and fuzzy graph. Graph. Graph and fuzzy graph. Fuzzy graph. ~. ~. V : is fuzzy node. Graph and fuzzy graph. Fuzzy graph and fuzzy relation.

3.27k views • 35 slides

Representing Relations

607 views • 34 slides

Representing Relations

927 views • 28 slides

Equivalence Relations. Partial Ordering Relations

Equivalence Relations. Partial Ordering Relations. Equivalence Relation and Partition. Every equivalence relation on S gives rise to a partition of S by taking the family of subsets in the partition to be the equivalence classes of the equivalence relation.

1.95k views • 16 slides

Representing Relations

Representing Relations. Section 9.3. Section Summary. Representing Relations using Matrices Representing Relations using Digraphs. Representing Relations Using Matrices. A relation between finite sets can be represented using a zero-one matrix.

1.03k views • 15 slides

Basics of Relations

Basics of Relations. Introduction. Human Language has many words and phrases to describe the relationship between or among objects. It may be that for two people A and B, that A is parent of B, A is an ancestor of B, A is taller than B.

145 views • 12 slides