Hello Everybody, I am seeking ideas on how to implement in ECLiPSe a specific constraint in a simple, if possible, and efficient way. Let L be a list of length N with domain variables ranging in 1..M. Acceptable lists are the ones that ... 1. ... contain values from 1 up to K (K =< M), but not any values from K+1 up to M (K is not given). 2. ... satisfy the condition that the first occurrences of the values from 1 to K appear in this order in the list. For example, let N = 8 and M = 5. The lists [1,1,2,1,2,3,2,1] and [1,2,1,3,2,4,3,1] are valid. The first one has K = 3 (only items 1, 2, 3 appear in the list) and the second one has K = 4 (just 5 is missing from the list). In the first list, the first occurrences of 1, 2, 3 are in positions 1, 3, 6 and in the second list, the first occurrences of 1, 2, 3, 4 are in positions 1, 2, 4, 6 in the lists. All fine! I believe that the requirement 1 above could be implemented easily with the occurrences constraint (one for each number in 1..M) and a set of implication (=>) constraints, stating that if the number of occurrences of x in 1..M is 0, then the numbers of occurrences of x+1, x+2, ... in the list should also be 0. I cannot predict the propagation level of this approach, but it seems that, at least, declaratively can be stated. I don't have any good ideas for the requirement 2. I tried something that exploits again the occurrences constraint (for every number in 1..M and every prefix list of the given list) and then the lex_le constraint. It worked, but if N is around 50 or more, the efficiency is unacceptable. Any ideas on the above would be more than welcome. Best Regards, PanagiotisReceived on Mon Mar 27 2023 - 09:34:49 CEST
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