例句與造句

1. The assembly has broken up into sub-committees to discuss the different clauses sent back by the Constitutional Court, and has given itself until October 11 to finalize amendments.
2. where H _ { B _ i } shows the Hamiltonian corresponding to the clause C _ i, usually the choice of H _ { B _ i } won't depend on different clauses, so only the total number of times each bit involved in all clauses matters.
3. An example of a problem where this method has been used is the clique problem : given a CNF formula consisting of " c " clauses, the corresponding graph consists of a vertex for each literal, and an edge between each two non-contradicting literals from different clauses, cf . picture.
4. :: Thanks for the answer, I would try to define the problem more accurately : there are n boolean variables ( not 20; it's possible that n > > 20 ) . you get an expression composed of m clauses, each containing three variables of the n variables, with an " or " operator between the variables in each clause and with " and " operators between different clauses : for example, for m = 15, n = 30 you may get the expression ( x1 ( " x2 ( " x3 )'" ( x7 ( " x12 ( "  # x19 )'" ( x5 ( "  # x2 ( " x3 )'" ( x1 ( " x18 ( " x10 )'" ( x14 ( " x23 ( "  # x6 )'" . . . ( other 15-5 = 10 clauses that can contain variables x1 . . . x30 ) . the only restrection is that the three variables in each clause are at most 20 indices apart . the target is to find an assignment of x1, . . . xn ( for example x1 = true, x2 = false, x3 = false, . . . ., xn = true ) such that the entire expression is true, or to say there isn't one if this is the case . the instructions specifically talk about a divide-and-conquer solution, and the solution should be in linear time ( not exponential in n ).
5. It's difficult to find different clauses in a sentence. 用different clauses造句挺難的