Classes within the AngouriMath.Entity.Set namespace
SummaryThis 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).
SummaryA finite set is a set whose elements can be counted and enumerated
SummaryThis node represents whether the given element is in the set
SummaryFinds the intersection of two sets
It is true that an entity is in an intersection if it is in both of intersection's operands
SummaryFinds A & !B
It is true that an entity is in SetMinus if it is in Left but not in Right
SummarySpecial set is something that cannot be easily expressed in other
types of sets.
SummaryUnites 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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