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irreflexive मीनिंग इन हिंदी
irreflexive उदाहरण वाक्य
उदाहरण वाक्य
अधिक: आगे- Although this definition uses the reflexive convention we could have chosen the irreflexive convention in which the order relation is irreflexive.
- Although this definition uses the reflexive convention we could have chosen the irreflexive convention in which the order relation is irreflexive.
- Assuming no option is preferred to itself i . e . the relation is irreflexive, a preference relation with a loop is not transitive.
- And he added : " People have an image of Brecht as serious and didactic theater, but his early work was pulsating, nervous, irreflexive, dynamic, almost surreal at times.
- Racism, sexism and, more generally just " biases " are examples of " idola specus ", but the concept goes beyond them to the criticism of all forms of irreflexive subjectivity or individual predisposition.
- This form of mathematical induction is not only valid for statements about natural numbers, but for statements about elements of any well-founded set, that is, a set with an irreflexive relation < that contains no infinite descending chains.
- Therefore assuming the axiom of choice the " successor " relation we originally defined for the loop is well-founded on the state space \ Sigma, since it is strict ( irreflexive ) and contained in the " iterate " relation.
- From a second point of view, one can order events according to a different series of temporal positions by way of two-term relations which are asymmetric, irreflexive and transitive : " comes before " ( or precedes ) and " comes after " ( or follows ).
- This is done on a single pair of incomparable elements " x " and " y ", but produces a relation that is still irreflexive and transitive and that strictly contains the original one because at least the pair " xRy " has been added.
- Formally, a value-based argumentation framework is a tuple VAF = \ langle A, R, V, val, valprefs \ rangle with A and R similar to the standard framework ( a set of arguments and a binary relation on this set ), V is a non empty set of values, val is a mapping that associates each element from A to an element from V, and valprefs is a preference relation ( transitive, irreflexive and asymmetric ) on V \ times V.