## AngouriMath

## AngouriMath.Entity.Set

Classes within the AngouriMath.Entity.Set namespace

### ConditionalSet

**Summary**This is the most abstract set. Technically, you can describe

any set within this one. Formally, you can define set A of

a condition F(x) in the following way: for each element x in

the Universal x belongs to A if and only if F(x).

### FiniteSet

**Summary**A finite set is a set whose elements can be counted and enumerated

### Inf

**Summary**This node represents whether the given element is in the set

### Intersectionf

**Summary**Finds the intersection of two sets

It is true that an entity is in an intersection if it is in both of intersection's operands

### Interval

**Summary**An interval represents all numbres in between two Entities

LeftClosed stands for whether Left is included

RightClosed stands for whether Right is included

### SetMinusf

**Summary**Finds A & !B

It is true that an entity is in SetMinus if it is in Left but not in Right

### SpecialSet

**Summary**Special set is something that cannot be easily expressed in other

types of sets.

### Unionf

**Summary**Unites two sets

It is true that an entity is in a union if it is at least in one of union's operands

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