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(x ⊆ x is true, and x ⊊ x is false for any set x.) the empty set { }, denoted by ∅, is also a subset of any given set x. it is also always a proper subset of any set except itself. the set {x: x is a prime number greater than } is a proper subset of {x: x is an odd number greater than } the set of natural

square of opposition venn diagram propositional calculus and boolean logic boolean functions propositional calculus propositional formula logical connectives truth tables many-valued logic predicate logic first-order quantifiers predicate second-order monadic predicate calculus naive set theory set empty...

https://en.wikipedia.org/wiki/Subset

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. * is equal to is not equal to contains contains any word contains all words starts with does not start with ends with does not end with does not contain length is shorter than length is longer than is empty (null) is not empty (not null) regular expression not regular expression type in the name of...

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