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Normal distribution enhacements in C++ technical report

 
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apm
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PostPosted: Fri May 14, 2004 12:08 am    Post subject: Normal distribution enhacements in C++ technical report Reply with quote



Has anyone looked at the C++ technical report concerned with proposed
additions to the language? There is a tonne of stuff in there
including hash containers, various maths routine, random number
generation etc. There is also mention of stuff to support normal
distributions. However, unless there is something wrong with my maths
the TR describes a gaussian distribution rather than a normal
distribution. AFAIK, the later is the formal that has been adjusted to
have a mean of zero and a std deviation of unity. Perhaps the TR need
correcting?

Regards,

Andrew Marlow

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Pete Becker
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PostPosted: Fri May 14, 2004 2:20 am    Post subject: Re: Normal distribution enhacements in C++ technical report Reply with quote



apm wrote:
Quote:

Has anyone looked at the C++ technical report concerned with proposed
additions to the language? There is a tonne of stuff in there
including hash containers, various maths routine, random number
generation etc. There is also mention of stuff to support normal
distributions. However, unless there is something wrong with my maths
the TR describes a gaussian distribution rather than a normal
distribution. AFAIK, the later is the formal that has been adjusted to
have a mean of zero and a std deviation of unity. Perhaps the TR need
correcting?


This is an area where names sometimes vary, but the name "normal
distribution" as used in TR1 is also used the same way in other places.
For example, see
www.itl.nist.gov/div898/handbook/eda/section3/eda3661.htm, which calls
that formula a "normal distribution" and says that the special case
where the mean is 0 and the deviation is 1 is a "standard normal
distribution."

--

Pete Becker
Dinkumware, Ltd. (http://www.dinkumware.com)

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Alberto Barbati
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PostPosted: Fri May 14, 2004 3:02 pm    Post subject: Re: Normal distribution enhacements in C++ technical report Reply with quote



Pete Becker wrote:
Quote:

This is an area where names sometimes vary, but the name "normal
distribution" as used in TR1 is also used the same way in other places.
For example, see
www.itl.nist.gov/div898/handbook/eda/section3/eda3661.htm, which calls
that formula a "normal distribution" and says that the special case
where the mean is 0 and the deviation is 1 is a "standard normal
distribution."


Same terminology here:

http://en.wikipedia.org/wiki/Normal_distribution

where it's also said explicitly that "[The normal distribution] is also
called the Gaussian distribution, especially in physics and engineering".

Alberto

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apm
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PostPosted: Fri May 14, 2004 10:51 pm    Post subject: Re: Normal distribution enhacements in C++ technical report Reply with quote

[email]petebecker (AT) acm (DOT) org[/email] (Pete Becker) wrote in message news:<40A41351.E0D38D6D (AT) acm (DOT) org>...
Quote:
apm wrote:

However, unless there is something wrong with my maths
the TR describes a gaussian distribution rather than a normal
distribution. AFAIK, the later is the formal that has been adjusted to
have a mean of zero and a std deviation of unity. Perhaps the TR need
correcting?

This is an area where names sometimes vary, but the name "normal
distribution" as used in TR1 is also used the same way in other places.
For example, see
www.itl.nist.gov/div898/handbook/eda/section3/eda3661.htm, which calls
that formula a "normal distribution" and says that the special case
where the mean is 0 and the deviation is 1 is a "standard normal
distribution."

I stand corrected. Thanks for the info!

-Andrew M.

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Walter Tross
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PostPosted: Sat May 15, 2004 3:09 am    Post subject: Re: Normal distribution enhacements in C++ technical report Reply with quote

apm 2004-05-14 :

Quote:
Has anyone looked at the C++ technical report concerned with proposed
additions to the language? There is a tonne of stuff in there
including hash containers, various maths routine, random number
generation etc. There is also mention of stuff to support normal
distributions. However, unless there is something wrong with my maths
the TR describes a gaussian distribution rather than a normal
distribution. AFAIK, the later is the formal that has been adjusted to
have a mean of zero and a std deviation of unity. Perhaps the TR need
correcting?

I don't have my math and physics books at hand right now, but perhaps it
helps to know that in "Numerical Recipes in C++" (Press, Teukolsky,
Vetterling, Flannery) the terms "Gaussian" and "normal" are used
interchangeably?

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