Description Usage Arguments Details Value Note Author(s) References

Generates permutations a pair at a time.

1 | ```
permute(N=4,K=1,initialize=0)
``` |

`N` |
The number of elements in the permutation vector. The elements are numbered 1:N |

`K` |
The number of exchange pairs to be returned at each access |

`initialize` |
Set to 1 to initialize. Set to 0 for additional pairs. |

On first call, set initialize to 1. On subsequent accesses, initialize should be 0. The function returns at most K exchange pairs at each access. The function should be repeatedly called until result is false.

The function returns a list.

`result` |
Returns false when the last permutation has been generated or a failure has occurred. Returns true for success and at most K new pairs in vec. |

`N` |
The input parameter |

`K` |
The input parameter |

`vec` |
A 2*K vector of element numbers to be exchanged – permutations may be obtained by successively applying these pairs. |

`initialize` |
Always returns 1 |

`count` |
The number of pairs in vec. It may be less than K for the final set. |

This is the minimum time and effort routine. It is used for Exact permutation calculations. The present function is a wrapper for the C code and may be useful for other purposes. The code follows Reingole and Nievergelt (1977).

Bob Wheeler rwheeler@echip.com

- Reingold, E.M., Nievergelt, J., and Deo, N. (1977)
Combinatorial Algorithms Theory and Practice. Prentice Hall, New Jersey. p170.

lmPerm documentation built on May 2, 2019, 12:35 p.m.

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