A Generalized Binomial Distribution

The binomial distribution exhibits the probabilities of the sum of independent 0/1-Bernoulli-Trials with
equal probabilities p[x(i)=1)] = p , for all i of N tries.

This generalized binomial distribution shows the probabilities of the sum of independent 0/1-Bernoulli-Trials with
different probabilities p[x(i)=1)] . (Example: Births of female/male children, respectively, do not really have equal probabilities.)

Please input the probabilities for the Bernoulli Trials. For all i:  (0   < p[x(i)=1]   < 1)

Example:
.23 .99 .9 .78901 .66
.99 .001 .2318 .6

.6 .6 .99 .101 .11

You can input several hundreds of Bernoulli-Probabilities in the TextArea below, but the parsing needs the exemplified format, e.g. no alpha, or comma ! (File input may be supported later: instead you can use copy & paste :-)


This Distribution-Calculator seems to be limited only by physical attributes of the serving computer.:
The precision is about 12 significant digits. - You can evaluate it, by inspecting the cumulatives.
PHP GBinDist: First: 30.9.99 - Last: 3.10.99 - Version 0.05 -> GPL - No Warranty !
Please request and comment to Hartmut Oldenbürger