Mutually Disjoint
# Definition
Let ${A_{i}}{i \in I}$ be a collection of Sets indexed by $I$. We say ${A{i}}{i \in I}$ is Mutually Disjoint if for any $i, j \in I$, $A{i}$ and $A_{j}$ are Disjoint Sets.
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Let ${A_{i}}{i \in I}$ be a collection of Sets indexed by $I$. We say ${A{i}}{i \in I}$ is Mutually Disjoint if for any $i, j \in I$, $A{i}$ and $A_{j}$ are Disjoint Sets.