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isomorphism of a space with itself
(ex. identity function, reversal, rotation, dilation) |
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| map that is onto and one-to-one |
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the set of input values in a function
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the functional attendant of homoemorphism
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a way to make the domain (of inputs) smaller when mapping to the codomain (range)., this make allow for two sets that were not one-to-one, or surjective to be one-to-one and thus meet the standards of bijectivity necessary to be a continuous function
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| equivalent relation (does not mean equal) that is onto, one-to-one, and preserves it's structure |
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| the intersection of two sets is empty |
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| a set consists of it elements |
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| a set contain/consisting of a single element |
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