Implementation of mathematics in set theory: Difference between revisions

Content deleted Content added
m clean up, replaced: <strong> → ''' (2), </strong> → ''' (2) using AWB (12100)
m Related definitions: lk Converse relation
Line 54:
Let <math>R</math> and <math>S</math> be given [[binary relation]]s. Then the following concepts are useful:
 
The '''[[inverseconverse relation|converse]]''' of <math>R</math> is the relation <math>\left\{\left(y, x\right) : xRy\right\}</math>.
 
The '''___domain''' of <math>R</math> is the set <math>\left\{x : \exists y \left(xRy\right)\right\}</math>.