permutation|permutations in English

noun

[per·mu·ta·tion || ‚pɜrmjə'teɪʃn /‚pɜːmjʊ-]

combination, act of reordering elements within a given set (Mathematics)

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1. This is great if we wanted to count the permutation ABC as different from the permutation ACB, as different from the permutation -- I don't know -- BAC as different from the permutation BCA.

2. Combinations and Permutations Calculator

3. Narrow down the permutations.

4. They are distinguished by letter names, usually based on what they look like with arrows representing what pieces are swapped around (e.g. A permutation, F permutation, T permutation, etc.).

5. Cycles [{}] represents the identity permutation.

6. When permutation entropy is used as the value indicating deterministicy, a permutation entropy computing section is provided.

7. These permutations multiply towards infinity.

8. 29 These permutations multiply towards infinity.

9. Permutation: finally, the 32 outputs from the S-boxes are rearranged according to a fixed permutation, the P-box.

10. Combinations can be confused with permutations

11. (2010) Agnostically Learning under Permutation Invariant Distributions

12. The CSV file will give you the path permutations and the associated weights of your channels within those path permutations.

13. Crunch can generate all possible combinations and permutations.

14. One could say that a permutation is an ordered Combination

15. An infinite number of Ghost Legs represents the same permutation.

16. Cellular addressing permutation bit map raster graphics architecture

17. Unique because that particular permutation has not appeared before.

18. The difference between Combinations and permutations is ordering

19. Crunch can generate all possible combinations and permutations

20. I've tried every combination, every permutation of every known element.

21. Anuran generates randomized networks with permutations of the original network

22. This paper deals with orthodox semirings whose additive idempotents satisfy permutation identities.

23. More general permutation groups were investigated in particular by Augustin Louis Cauchy.

24. Step 1: Determine whether the question pertains to permutations or Combinations

25. A subgroup of a symmetric group is called a permutation group.