How a shortest path problem with negative cost cycles can be polynomially reduced to the Hamiltonian cycle problem to demonstrate NP-completeness

506 views Asked by At

I know that if there are negative cost cycles in a graph, the relative shortest path problem belongs to the np-complete class. I need to prove this by performing a polynomial reduction using the Hamiltonian cycle problem. Could anyone explain it? It would be very helpful.

0

There are 0 answers