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SETS:
List or collection of well-defined object classes that can be numbers, letters or people.
The sets are symbolized by capital letter.
RELATIONSHIP OF BELONGING:
It symbolizes E (Elipson). When each element belongs or is a member of a set.
JOINT SPECIALIZATION:
Divide by extension or comprehension.
COMPLEMENTATION:
Given a set B set either universe (Ω). The set of B with respect to Ω is defined as the set of elements belonging to Ω but does not belong to B. It symbolizes (B ').
Intersection:
The intersection of sets A and B is the set of the elements common to both sets. It is symbolized by A ∩ B (A "INTERSECTION" B).
UNION:
The binding of P and Q is the set of elements belonging Ω at least one of the sets of P or Q. It stands for "U". The union means that the element belongs to one of the sets or haveboth.
DIFFERENCE:
The difference between A and B is a set of elements belonging to A but not B.
EULER VENN DIAGRAM:
Set mutually exclusive disjoint sets.
FUNCTIONAL RELATIONSHIPS:
Links the elements of a first set with a second set.
PROPERTIES OF RELATIONSHIP:
-Reflective
-Symmetric
-Transitive
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