Here's an interesting line from the table Fig. 5.5, p. 143 of AIMA
Backtrack BT+MRV Forward Checking FC+MRV Min-Conflicts
N-Queens (>40,000K) 13,500K (>40,000K) 817K 4K`
Here, N-Queens means the row is about the super-problem of solving ALL N-Queens problems for N from 2 to 50. The columns represent five different aproaches and the numbers are the computational cost of each. The differences are dramatic, and motivate this project. Numbers in parentheses mean 'no answer found after this much work'. More precisely, the numbers show the median number of basic consistency check operations (over five runs) for '2 to 50 queens' problems.
I wonder want to know how to count the constraint check in aima csp.
Please !
Here's an interesting line from the table Fig. 5.5, p. 143 of AIMA
N-Queens (>40,000K) 13,500K (>40,000K) 817K 4K`
Here, N-Queens means the row is about the super-problem of solving ALL N-Queens problems for N from 2 to 50. The columns represent five different aproaches and the numbers are the computational cost of each. The differences are dramatic, and motivate this project. Numbers in parentheses mean 'no answer found after this much work'. More precisely, the numbers show the median number of basic consistency check operations (over five runs) for '2 to 50 queens' problems.
I wonder want to know how to count the constraint check in aima csp.
Please !