symmetric relation उदाहरण वाक्य

उदाहरण वाक्य

1. One way to conceptualize a symmetric relation in graph theory is that a symmetric relation is an edge, with the edge's two vertices being the two entities so related.
2. In mathematics, an "'equivalence relation "'is a binary relation that is at the same time a reflexive relation, a symmetric relation and a transitive relation.
3. For relations, a symmetric relation is analogous to a commutative operation, in that if a relation " R " is symmetric, then a R b \ Leftrightarrow b R a.
4. A binary relation R over processes is a " barbed bisimulation " if it is a symmetric relation which satisfies that for every pair of elements ( p, q ) \ in R we have that
5. He explains that the Onsager reciprocal relations concern variables which are even functions of the velocities of the molecules, and notes that Casimir went on to derive anti-symmetric relations concerning variables which are odd functions of the velocities of the molecules.
6. Reachability is not a symmetric relation since, by definition, no point may be reachable from a non-core point, regardless of distance ( so a non-core point may be reachable, but nothing can be reached from it ).
7. In terms of the homomorphism problem, every such problem is equivalent to the existence of a homomorphism from a relational structure to a given fixed undirected graph ( an undirected graph can be regarded as a relational structure with a single binary symmetric relation ).
8. Note that " parent " is not a symmetric relation ( because if I'm your parent-then you can't be my parent ), nor is " offspring "; However " spouse " is a symmetric natural relation ( because if I'm your spouse-then you too must be my spouse ).
9. Take as the vertices of a graph all the prime numbers that are congruent to 1 modulo 4, and connect two vertices by an edge whenever one of the two numbers is a quadratic residue modulo the other ( by quadratic reciprocity and the restriction of the vertices to primes congruent to 1 mod 4, this is a symmetric relation, so it defines an undirected graph ).
10. I'm looking for additional languages, other than the Slavic ones, which do not have the property English has, i . e either : languages that don't have a word denoting a symmetric relation which is not a symmetric " natural " relation, or languages that have a word denoting another symmetric relation ( i . e . other than " sibling in law " ) which is not a symmetric " natural " relation.