Category:Definitions/Order Types

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This category contains definitions related to Order Types.
Related results can be found in Category:Order Types.

Let $\struct {S, \preccurlyeq_1}$ and $\struct {T, \preccurlyeq_2}$ be ordered sets.

Then $S$ and $T$ have the same (order) type if and only if they are order isomorphic.

The order type of an ordered set $\struct {S, \preccurlyeq}$ can be denoted $\map \ot {S, \preccurlyeq}$.

Pages in category "Definitions/Order Types"

The following 5 pages are in this category, out of 5 total.