Permutation and combination code generation algorithm with constrained conditions and MATLAB implementation method
A technology of constraint conditions and permutations and combinations, which is applied in the field of code generation algorithms, can solve problems such as insufficient algorithm description, insufficient description, specificity, and insufficient simplicity of algorithm ideas.
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[0042] 1. Algorithm and mathematical principle of code generation
[0043] Definition 1: Let a 1 a 2 …a m , b 1 b 2 …b m are 2 different numbers permutations, when a 1 a 2 …a r with b 1 b 2 …b r the same, while a r+1 >b r+1 , it is called a 1 a 2 …a m greater than b 1 b 2 …b m , a 1 a 2 …a m with b 1 b 2 …b mThere are only relative size order values, but no absolute size order values. For example, the arrangement of four numbers of 12156 and the arrangement of four numbers of 12139, each arrangement has no absolute size, but the arrangement of 12156 can be defined to be greater than 12139.
[0044] Definition 2: Let a 1 a 2 …a m is a combination selected from 1, 2, 3, ..., n, if a 1 ≤a 2 ≤…≤a m , then call a 1 a 2 …a m is an ascending combination.
[0045] Theorem 1: Let permutation a 1 a 2 …a m with b 1 b 2 …b m , all satisfying: 0≤a i ≤N i , 0≤b i ≤N i , a 1 +a 2 +…+a m =n,b 1 +b 2 +…+b m =n. if a t t , t=max{i︱a i i , i≠m...
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