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AnswerRe: Obtaining the eigen values of a matrix Pin
Paul Conrad19-Aug-06 11:13
professionalPaul Conrad19-Aug-06 11:13 
AnswerRe: Obtaining the eigen values of a matrix Pin
zouchao111221-Aug-06 22:32
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AnswerRe: Obtaining the eigen values of a matrix Pin
73Zeppelin22-Aug-06 6:45
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QuestionLaplace Pin
Sarath C17-Aug-06 20:42
Sarath C17-Aug-06 20:42 
QuestionRe: Laplace Pin
toxcct17-Aug-06 23:39
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Sarath C18-Aug-06 2:51
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GeneralRe: Laplace Pin
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AnswerRe: Laplace Pin
Ingo17-Aug-06 23:52
Ingo17-Aug-06 23:52 
There is the Laplace-Experiment and the Moivre-Laplace Approximation.

The Laplace-Experiment is a combinational model for finite elementary events with the same probability.

The combinational model (Ω, ε, P) consists of:

i) the finite set Ω = {ω1, ..., ωn) (the set of probabilities)
ii) the events ε = Pot(Ω) (the potency set of Ω)
iii) the measure of probabilities P(E) = |E| / |Ω|

The elements ωi of the space of samples Ω are named elementary probabilities.

For example:
The probability that for lottery where are 49 number the number '6' will fall, is the 1/49 (there are 49 numbers, the probability for each number is 1/49).

You have to calculate all positive events by all possible events.

For 6 given numbers out of 49 its 49 above 6 = 49! & (6! · 43!) = 13 983 816 so P(E) = 1/13 983 816.


If you want to know something about Moivre-Laplace approximation, just ask. Smile | :)

Regards,
Ingo


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AnswerRe: Laplace Pin
Cedric Moonen18-Aug-06 1:59
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AnswerRe: Laplace Pin
Zac Howland18-Aug-06 5:13
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QuestionProblems on month Pin
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QuestionThe Easiest Maths problem Pin
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QuestionTo find a cube of a number Pin
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AnswerRe: To find a cube of a number Pin
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