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X = load('C:\faithful.dat.txt');

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options = statset('Display','final');
obj = gmdistribution.fit(X,1,'Options',options);


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[ Last edited by nono2009 on 2010-10-26 at 07:58 ]
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nono2009(½ð±Ò+1):¹ÄÀøÓ¦Öú 2010-10-24 13:48:10
minstrel(½ð±Ò+10):ллÄãµÄ°ïÖú¡£ÏÖÔÚµÄÎÊÌâÊÇ ÈçºÎµÃµ½ ÊäÈëµÄX Ôڴ˸ß˹ÄâºÏº¯ÊýϵľßÌåµÄÖµY¡£ 2010-10-24 14:21:18
X = load('C:\faithful.dat.txt');

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options = statset('Display','final');
obj = gmdistribution.fit(X,1,'Options',options)
3 iterations, log-likelihood = -1289.8


obj =

Gaussian mixture distribution with 1 components in 2 dimensions
Component 1:
Mixing proportion: 1.000000
Mean:     3.4878   70.8971
2Â¥2010-10-24 12:58:09
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Originally posted by change0618 at 2010-10-24 12:58:09:
X = load('C:\faithful.dat.txt');

%¶þά¸ß˹ÄâºÏº¯Êý
options = statset('Display','final');
obj = gmdistribution.fit(X,1,'Options',options)
3 iterations, log-likelihood = -1289.8


obj =

...

3Â¥2010-10-24 14:25:22
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4Â¥2010-10-24 23:09:36
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uiui

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minstrel(½ð±Ò+40):¶àлUIUI£¬ÄãÓÖ°ïÎÒÁËÎÒÒ»´Î£¡pdfº¯Êý½â¾öÁËÎÒµÄÎÊÌâ¡£¶àл£¡ÒÔºóÓöµ½ÎÊÌ⣬¿ÉÄÜ»¹ÒªÔÙÀ´ÏòÄãÇë½ÌÁË¡£O(¡É_¡É)O 2010-10-25 21:08:58
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y = pdf(obj,X);
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y = cdf(obj,X);
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[ Last edited by uiui on 2010-10-25 at 19:09 ]
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