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Examples of Euler Diagrams
The following examples show:
- (a) The subset relation $T \subseteq S$
- (b) Examples of disjoint sets $S \cap T = \O$
- (c) The most general case: $S \cap T \ne \varnothing$, $T \nsubseteq S$, $S \nsubseteq T$
The shape of the areas is irrelevant, but usually circles are used.
- (where this is referred to as a Venn diagram)