Specifically, the hamiltonian path problem (HPP) and some versions of the set cover problem are a few NP-complete problems which have been solved using this computational model so far. This model of computation has also been shown to be computationally universal (or Turing complete).
This computational model has proven effective in tackling several complex problems, including the Hamiltonian path problem and certain variations of the set cover problem. It is also known as being universally applicable or Turing complete, implying its ability to handle any task a Turing machine could.