what is hamiltonian path a hamiltonian path in
What is Hamiltonian path?
A Hamiltonian path in a directed graph G is a directed path that goes through every node exactly once. We consider a special case of this problem where the begin node and target node are fixed.
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applications of recursion theorem 1 atm is undecidble 2 fixed point theorem 3 mintm is not turing
what is model a universe together with an assignment of relations to relation symbol is known as a model a model m is a tuple u p1 p2pk where
what is language of a model language of a model is the collection of formulae that use only the relational symbols the model assign and that
what do you mean by polynomial and exponential bounds bounds of the form nc for c greater than 0 such a bound are known as polynomial bounds
what is hamiltonian path a hamiltonian path in a directed graph g is a directed path that goes through every node exactly once we consider a
what is hamiltonian path a hamiltonian path in a directed graph g is a directed path that goes by each node exactly once we consider a special
explain turing reducibility exponential time algorithms typically happens when we solve by searching by a space of solutions known as brute -force
define class p the class of all sets l that can be known in polynomial time by deterministic tm the class of all decision problems that can be
define class np problems that can be solved in polynomial time by a nondeterministic tm contains all problems in p and some problems possibly
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