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matlab ÖÐÓиö lhsdesign£¬²»ÖªÊÇ·ñÂú×ãÄãµÄÒªÇó
LHSDESIGN Generate a latin hypercube sample.
    X=LHSDESIGN(N,P) generates a latin hypercube sample X containing N
    values on each of P variables.  For each column, the N values are
    randomly distributed with one from each interval (0,1/N), (1/N,2/N),
    ..., (1-1/N,1), and they are randomly permuted.

    X=LHSDESIGN(...,'PARAM1',val1,'PARAM2',val2,...) specifies parameter
    name/value pairs to control the sample generation.  Valid parameters
    are the following:

       Parameter    Value
       'smooth'     'on' (the default) to produce points as above, or
                    'off' to produces points at the midpoints of
                    the above intervals:  .5/N, 1.5/N, ..., 1-.5/N.
       'iterations' The maximum number of iterations to perform in an
                    attempt to improve the design (default=5)
       'criterion'  The criterion to use to measure design improvement,
                    chosen from 'maximin' (the default) to maximize the
                    minimum distance between points, 'correlation' to
                    reduce correlation, or 'none' to do no iteration.

    Latin hypercube designs are useful when you need a sample that is
    random but that is guaranteed to be relatively uniformly distributed
    over each dimension.
The more you learn, the more you know, the more you know, and the more you forget. The more you forget, the less you know. So why bother to learn.
2Â¥2013-08-28 09:14:22
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lyh127

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3Â¥2014-06-12 15:48:07
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erickregal

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2Â¥: Originally posted by dbb627 at 2013-08-28 09:14:22
matlab ÖÐÓиö lhsdesign£¬²»ÖªÊÇ·ñÂú×ãÄãµÄÒªÇó
LHSDESIGN Generate a latin hypercube sample.
    X=LHSDESIGN(N,P) generates a latin hypercube sample X containing N
    values on each of P variables ...

Õâ¸öLHSDESIGN£¬Ôõôȷ¶¨±äÁ¿µÄË®Æ½ÄØ¡£¡£¡£±ÈÈç5<x1<7£¬10<x2<12,Ôõô°ÑÕâ¸ö±äÁ¿µÄ·¶Î§¼Ó½øÈ¥£¿
4Â¥2014-09-24 11:05:25
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