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Re: please explain why numerical integration is attempted

Yes, unevaluated would be the best result in this case. N can then be 
used to get a numeric result if desired. This would be consistent with, 
for instance, special functions that are defined by an integral that 
cannot be written in some other nice form for certain exact numeric 
values (e.g. Beta[Pi,E]).

Darren Glosemeyer
Wolfram Research

Chris Chiasson wrote:
> Thanks for the reply.
> Why doesn't it just return unevaluated or with a symbolic integral?
> On 1/4/07, Darren Glosemeyer <darreng at> wrote:
>> Chris Chiasson wrote:
>> > Needs["Statistics`MultinormalDistribution`"]
>> > CDF[MultinormalDistribution[{1,
>> >       
>> 3},{{1/50,-2/125},{-2/125,9/500}},{{1/(5*Sqrt[2]),0},{(-2*Sqrt[2])/25,
>> >         Sqrt[13]/50}}],{2/10,1}]
>> >
>> > Thank you,
>> >
>> >
>> Closed form results are generally not known for cdfs of multivariate
>> normal distributions with non-diagonal covariance matrices. Numeric
>> methods are needed to obtain a result.
>> Darren Glosemeyer
>> Wolfram Research

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