Hi everybody,<br><br>Hope someone can help me or point me to the right direction:<br><br>I have some function f(x) with some predefined domain (say zero to one: 0 &lt;= x &lt;= 1). I want to calculate the function that describes its histogram.<br>
<br>So if I choose say 100 discrete values for x (all within its domain), I get 100 values for y (y = f(x)). I choose some bin size and get my histogram that describes y&#39;s distribution. <br>I can then try and choose a billion discrete values and some smaller bin size and get a &quot;better&quot; approximation of that histogram. <br>
What I wonder is: <br><b><br>Is there no formal way to analytically calculate what the histogram is for the independent variable of a given function?</b><br><br>Thanks tons!<br clear="all"><br>Yakir L. Gagnon, PhD student <br>
The Lund Vision Group<br>Tel  +46 (046) 222 93 40<br>Cell +46 (073) 753 63 54<br>Fax +46 (046) 222 44 25<br><a href="http://www.lu.se/o.o.i.s/7758">http://www.lu.se/o.o.i.s/7758</a><br>
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