From dmit@nmr1.ioc.ac.ru  Mon Nov 28 06:15:29 1994
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Date: Mon, 28 Nov 94 13:40:06 +0300
From: "Dmitry E. Dmitriev" <dmit@nmr1.ioc.ac.ru>
Message-Id: <61476.dmit@nmr1.ioc.ac.ru>
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Reply-To: <dmit@nmr1.ioc.ac.ru>
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To: chemistry@ccl.net
Subject: Isomerisation N=N bond



Dear Colleagues;

     If anyone has any references to journal articles describe 
experimental and/or calculated data about the configuration of a -N=N- 
azo- double bond and it potential barrier of isomerication 
(rotation, inversion etc.) I very interested also to receive ones about 
related mechanisms.  

     Thanks to all responders in advance.
     Dmitry.
============================================================================
 Dmitry E. Dmitriev,                 ** E-mail:  dmit@nmr1.ioc.ac.ru
 NMR Centre                          **          *****************
 N.D. Zelinsky Inst. of Org. Chem.,  ** tel   :  7 (095) 135 90 94
 Russian Academy of Sciences         ** fax   :  7 (095) 135 53 28    
============================================================================

From lrbu00@xd88.kodak.com  Mon Nov 28 10:17:36 1994
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To: chemistry@ccl.net
Subject: PENTIUM FIX(?)
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IN THE LOCAL NEWSPAPER LAST WEEK AN ARTICLE POINTED OUT THAT THERE WERE
2,000,000 PENTIUM CHIPS THAT ARE BUGGY.  THE ARTICLE POINTS OUT THAT MathWorks
OF NATICK, MASS. WILL RELEASE A "FIX" TODAY.  DOES ANYBODY KNOW ABOUT IT?
CLEVE MOLER(OF MATHwORKS), ARE YOU LISTENING?

INTERUPTION...PHONE CALL FROM INTEL...THE LOCAL OFFICE HERE IN ROCHESTER IS
AWARE THAT INTENSIVE USERS ARE MUCH MORE LIKELY TO HAVE A PROBLEM, THOUGH THEY
CLAIM OF STILL SMALL PROBABILITY.  THEY ARE SERIOUS ABOUT CORRECTING THE
PROBLEM
FOR THOSE WHO INSIST....NO FLAMES TO ME PLEASE.  INTEL:1-800-628-8686.

REGARDS.....

-- 

John M. McKelvey			email: mckelvey@Kodak.COM
Computational Science Laboratory	phone: (716) 477-3335
2nd Floor, Bldg 83, RL
Eastman Kodak Company			
Rochester, NY 14650-2216

--


From cieplak@tiger.chem.uw.edu.pl  Mon Nov 28 12:15:33 1994
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Date: Mon, 28 Nov 1994 17:42:13 +0100
From: cieplak@tiger.chem.uw.edu.pl (Piotr Cieplak)
Message-Id: <9411281642.AA16459@tiger.chem.uw.edu.pl>
To: chemistry@ccl.net
Subject: am1 parameters for Au, Ag, Rd etc



Dear Netters
I am looking for the AM1 parameters for metals like: Au, Ag, Rd etc?

I would appreciate any answer to cieplak@chem.uw.edu.pl,
since I am not a member of this list.
Best regards to everybody
Piotr Cieplak


From R29CLOSE@ETSU.EAST-TENN-ST.EDU  Mon Nov 28 13:15:34 1994
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Date: Mon, 28 Nov 1994 12:35:13 -0500 (EST)
From: David Close <R29CLOSE@ETSU.EAST-TENN-ST.EDU>
Subject: Pentium Problems??
To: chemistry@ccl.net
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Organization: East Tennessee State University
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  Dear Netters:
  I have seen several notes here on the Pentium problem which now has
hit the newspapers.  I am wondering just what the specific problems could
be in using standard programs.  For example, does this error under
discussion pose any problems for people trying to use AMPAC/MOPAC on
a Pentium running DOS?
  Regards, Dave Close

From cletner@remcure.bmb.wright.edu  Mon Nov 28 13:17:01 1994
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Date: Mon, 28 Nov 1994 11:03:00 -0800 (PST)
From: Charles Letner <cletner@remcure.bmb.wright.edu>
Subject: PENTIUM FIX(?) and Intel response
To: Computational Chemistry List <CHEMISTRY@ccl.net>
In-Reply-To: <9411280911.ZM18543@xd88.kodak.com>
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Hello all,
	For those who are following this "story" I was able to verify the
problem using the windows calculator (as was mentioned by another user
last week).  It is a easy check...

On Mon, 28 Nov 1994 lrbu00@xd88.kodak.com wrote:

> INTERUPTION...PHONE CALL FROM INTEL...THE LOCAL OFFICE HERE IN ROCHESTER IS
> AWARE THAT INTENSIVE USERS ARE MUCH MORE LIKELY TO HAVE A PROBLEM, THOUGH THEY
> CLAIM OF STILL SMALL PROBABILITY.  THEY ARE SERIOUS ABOUT CORRECTING THE
> PROBLEM
> FOR THOSE WHO INSIST....NO FLAMES TO ME PLEASE.  INTEL:1-800-628-8686.

	I tried Intel tech support this morning.  They do not sound very
interested in correcting the problem to me.  8v(  Basically the response
was let me send you a fax.  We can talk more if you actually run a
application and have the problem.  Interesting that they will decide if
they think you have a problem.  I felt like they where "blowing me off". 
You can make what you want of the fax.  I've included a copy of the
fax below so you can draw your own conclusions.

Best regards,
Chuck

Charles Letner
Wright State University
Department of Biochemistry
Dayton, OH 45435
e-mail: cletner@remcure.bmb.wright.edu

FAX from intel corperation from 11/28/94 (scanned in and converted to
text some errors in actual characters may be present. I found most of them
I think.

--------------------------------------------------------------------

INTEL INFORMATION ON THE SUBTLE FLAW OF THE FLOATING POINT UNIT OF
THE PENTIUM(TM) PROCESSOR

There has been a lot of communication recently on the Internet about a
floating point flaw on the Pentium(TM) processor. For almost all users,
this is not a problem. Here are the facts. Intel detected a subtle flaw in
the precision of the divide operation for the Pentium Processor. For rare
cases (one in nine billion possible divides), the precision of the result
is reduced. Intel discovered this subtle flaw during ongoing testing --
after several trillions of floating point operations in our continuing
testing of the Pentium processor. Intel immediately tested the most
stringent technical applications that use the floating point unit over the
course of months and we have been unable to detect any error. In fact,
after extensive testing and shipping millions of Pentium processor-based
systems, there has only been one reported instance of this flaw affecting
a user, to our knowledge. In this case, a mathematician doing theoretical
analysis of prime numbers and reciprocals saw reduced precision at the 9th
place to the right of the decimal. In fact, extensive engineering tests
demonstrated that an average spreadsheet user could encounter this subtle
flaw of reduced precision once in every 27,000 years of use. Based on
these empirical observations and our extensive testing, the user of
standard off-the-shelf software will not be impacted. If you do this kind
of prime numbers generation or other complex mathematics, call
1-800-628-8686 (International 916-356-3551). If you don't, you won't
encounter any problems with your Pentium processor-based system. If ever
in the life of the computer this becomes a problem, Intel will work with
the customer to resolve the issue




From zdenko@harvey.cam.rice.edu  Mon Nov 28 14:15:39 1994
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Date: Mon, 28 Nov 94 13:03:17 CST
From: zdenko@harvey.cam.rice.edu (Zdenko Tomasic)
Message-Id: <9411281903.AA04917@harvey.cam.rice.edu>
To: lrbu00@xd88.kodak.com
Cc: chemistry@ccl.net
In-Reply-To: <lrbu00@xd88.kodak.com>'s message of Mon, 28 Nov 1994 09:11:04 -0500 <9411280911.ZM18543@xd88.kodak.com>
Subject: CCL:PENTIUM FIX(?)



I doubt that Cleve reads this list, but he has offerred a software
workaround (actually improvement) which however is cannot recover full
IEEE complience (error in no more than 1 ulp).

Here is his message from netnews (read comp.sys.intel for more):

From rice!news.sesqui.net!darwin.sura.net!rsg1.er.usgs.gov!ukma!news-feed-1.peachnet.edu!usenet.eel.ufl.edu!news.mathworks.com!not-for-mail Sun Nov 27 00:30:43 1994
Path: rice!news.sesqui.net!darwin.sura.net!rsg1.er.usgs.gov!ukma!news-feed-1.peachnet.edu!usenet.eel.ufl.edu!news.mathworks.com!not-for-mail
From: moler@mathworks.com (Cleve Moler)
Newsgroups: comp.sys.intel
Subject: Hard/software Workaround for the FDIV Bug
Date: 24 Nov 1994 14:34:03 -0500
Organization: The MathWorks, Inc., Natick, MA 01760
Lines: 99
Message-ID: <3b2prb$13q@acoma.mathworks.com>
NNTP-Posting-Host: acoma.mathworks.com
Summary: Software uses Pentium to correct itself.
Keywords: Pentium,FDIV,MATLAB

        SOFTWARE/HARDWARE WORKAROUND FOR THE FDIV BUG

At the MathWorks, we have decided to issue a new release of
MATLAB which is "Pentium aware".  It incorporates a workaround
for the floating point division bug which restores full accuracy
without a serious degradation of efficiency.  And, we have
decided to post a description of our technique to the Internet
so that other people, including other commercial software
developers, can make use of it.

It is not easy to modify a large package like MATLAB to include
this change.  We would much prefer to have the compiler or the
operating system do the job for us, but this is not yet an 
option.  The kernel of MATLAB is written in C.  We have replaced
several dozen instances of a '/' denoting a floating point
division by a function call.  We are now in the process of
confirming that we didn't introduce any source code errors
while doing this.

Our initial intention was to use the Pentium hardware FDIV
instruction to compute a candidate quotient, check its accuracy,
and then, if necessary, employ a standard Newton iterative
refinement technique to eliminate any inaccuracy produced
by the hardware.  But then we realized that an approach unique
to this situation was possible, and more effective.  The FDIV
instruction can be used to correct itself!  Here's the code:

     #include <math.h>
     #define EPS      2.2204460492503131e-16
     #define REALMIN  2.2250738585072014e-308
     #define RHO      0.75
     
     double fdiv(double x, double y)
     {
        int ok;
        double r,z;
        z = x/y;
        r = x - y*z;
        while (fabs(r) > EPS*fabs(x)+REALMIN) {
           x = RHO*x;
           y = RHO*y;
           z = x/y;
           r = x - y*z;
        }
        return(z);
     }

The idea is to use the hardware to divide x by y and produce the
candidate quotient, z.  This will be correct in the vast majority
of cases, but it is necessary to check.  The test uses the residual,
r = x - y*z.  Normally, r will be no larger than roundoff error in x.
The constant EPS involved in the test is the distance from 1.0
to the next larger floating point number.  For double precision,
EPS is 2^(-52).  At first, we forgot to include the constant
REALMIN in the test, but this term is required to deal correctly
with denormal floating point numbers.

If the residual fails the test, it indicates that the hardware bug
has been encountered.  When this occurs, we simply rescale the
numerator and denominator by a factor of 3/4 and repeat the process.
The scaling scrambles the bit patterns in x and y so that the second
division almost certainly gives a satisfactory result.

The factor 3/4 is important.  It is the "simplest" factor which
alters the bit patterns in the fractions of x and y.  If the last
bit in the fraction is zero, the scaling does not introduce any
roundoff error.  Furthermore, since 3/4 is less than 1, the
scaling cannot overflow.  And, if the operands are so small that
scaling by 3/4 would underflow, the original division is done
correctly and the scaling is not needed.

How much does all this cost in execution speed?   We have not yet
done any serious timings outside the MATLAB context.  Since the
occurrence of the inaccurate results is so rare, any time spent
inside the while loop can be ignored.  The FDIV instruction itself
takes 30 or more cycles.  To this we must add the time for
computing the residual, the time for doing the test and, perhaps
the most significant, the time required by the function call.  We
guess that this might double the time, but the actual factor will
depend upon the surrounding environment.

If anybody actually does incorporate this approach in their 
software, we'd like to hear about it.  In particular, we'd 
appreciate hearing about any timing measurements from other
large packages.

I will be posting an article to the comp.soft-sys.matlab newsgroup
describing the Pentium aware MATLAB, and its availability, in
more detail.

Finally, although I have not yet met any of them in person,
I would like acknowledge and thank Thomas Nicely, Tim Coe and
Mike Carlton for their contributions to this enterprise.

  -- Cleve Moler
  Chairman and Chief Scientist
  The MathWorks, Inc.
  moler@mathworks.com



From yinona@niva.tau.ac.il  Mon Nov 28 15:22:23 1994
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	by www.ccl.net (8.6.9/930601.1506) id PAA25244; Mon, 28 Nov 1994 15:22:23 -0500
Date: Mon, 28 Nov 1994 22:22:11 +0200 (IST)
From: yinon ashkenasy <yinona@niva.tau.ac.il>
Sender: yinon ashkenasy <yinona@niva.tau.ac.il>
Reply-To: yinon ashkenasy <yinona@niva.tau.ac.il>
Subject: Hard/software Workaround for the pentium bug
To: chemistry@ccl.net
Message-Id: <Pine.3.88.9411282232.A1329-0100000@niva.tau.ac.il>
Mime-Version: 1.0
Content-Type: TEXT/PLAIN; CHARSET=US-ASCII


Due to the latest interest in the Pentium bug in this group...

---------- Forwarded message ----------
Date: 24 Nov 1994 14:34:03 -0500
From: Cleve Moler <moler@mathworks.com>
Subject: Hard/software Workaround for the FDIV Bug

        SOFTWARE/HARDWARE WORKAROUND FOR THE FDIV BUG

At the MathWorks, we have decided to issue a new release of
MATLAB which is "Pentium aware".  It incorporates a workaround
for the floating point division bug which restores full accuracy
without a serious degradation of efficiency.  And, we have
decided to post a description of our technique to the Internet
so that other people, including other commercial software
developers, can make use of it.

It is not easy to modify a large package like MATLAB to include
this change.  We would much prefer to have the compiler or the
operating system do the job for us, but this is not yet an 
option.  The kernel of MATLAB is written in C.  We have replaced
several dozen instances of a '/' denoting a floating point
division by a function call.  We are now in the process of
confirming that we didn't introduce any source code errors
while doing this.

Our initial intention was to use the Pentium hardware FDIV
instruction to compute a candidate quotient, check its accuracy,
and then, if necessary, employ a standard Newton iterative
refinement technique to eliminate any inaccuracy produced
by the hardware.  But then we realized that an approach unique
to this situation was possible, and more effective.  The FDIV
instruction can be used to correct itself!  Here's the code:

     #include <math.h>
     #define EPS      2.2204460492503131e-16
     #define REALMIN  2.2250738585072014e-308
     #define RHO      0.75
     
     double fdiv(double x, double y)
     {
        int ok;
        double r,z;
        z = x/y;
        r = x - y*z;
        while (fabs(r) > EPS*fabs(x)+REALMIN) {
           x = RHO*x;
           y = RHO*y;
           z = x/y;
           r = x - y*z;
        }
        return(z);
     }

The idea is to use the hardware to divide x by y and produce the
candidate quotient, z.  This will be correct in the vast majority
of cases, but it is necessary to check.  The test uses the residual,
r = x - y*z.  Normally, r will be no larger than roundoff error in x.
The constant EPS involved in the test is the distance from 1.0
to the next larger floating point number.  For double precision,
EPS is 2^(-52).  At first, we forgot to include the constant
REALMIN in the test, but this term is required to deal correctly
with denormal floating point numbers.

If the residual fails the test, it indicates that the hardware bug
has been encountered.  When this occurs, we simply rescale the
numerator and denominator by a factor of 3/4 and repeat the process.
The scaling scrambles the bit patterns in x and y so that the second
division almost certainly gives a satisfactory result.

The factor 3/4 is important.  It is the "simplest" factor which
alters the bit patterns in the fractions of x and y.  If the last
bit in the fraction is zero, the scaling does not introduce any
roundoff error.  Furthermore, since 3/4 is less than 1, the
scaling cannot overflow.  And, if the operands are so small that
scaling by 3/4 would underflow, the original division is done
correctly and the scaling is not needed.

How much does all this cost in execution speed?   We have not yet
done any serious timings outside the MATLAB context.  Since the
occurrence of the inaccurate results is so rare, any time spent
inside the while loop can be ignored.  The FDIV instruction itself
takes 30 or more cycles.  To this we must add the time for
computing the residual, the time for doing the test and, perhaps
the most significant, the time required by the function call.  We
guess that this might double the time, but the actual factor will
depend upon the surrounding environment.

If anybody actually does incorporate this approach in their 
software, we'd like to hear about it.  In particular, we'd 
appreciate hearing about any timing measurements from other
large packages.

I will be posting an article to the comp.soft-sys.matlab newsgroup
describing the Pentium aware MATLAB, and its availability, in
more detail.

Finally, although I have not yet met any of them in person,
I would like acknowledge and thank Thomas Nicely, Tim Coe and
Mike Carlton for their contributions to this enterprise.

  -- Cleve Moler
  Chairman and Chief Scientist
  The MathWorks, Inc.
  moler@mathworks.com



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From behnam@iris134.biosym.com  Mon Nov 28 16:15:39 1994
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Date: Mon, 28 Nov 94 13:09:19 -0800
From: behnam@iris134.biosym.com (Behnam Vessal)
Message-Id: <9411282109.AA17806@iris134.biosym.com>
To: CHEMISTRY@ccl.net
Subject: fortran compiler for pcs



Hello everyone:

I am looking for a fortran compiler for

a 486 pc ( preferably window based ).

Does anybody know of any ( shareware and or

commercial ? )

Best Wishes

Behnam


From flbdsilv@fox.cce.usp.br  Mon Nov 28 16:17:28 1994
Received: from bee.uspnet.usp.br  for flbdsilv@fox.cce.usp.br
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Date: Mon, 28 Nov 1994 18:14:41 -0300 (BST)
From: Fernando Luis Barroso da Silva <flbdsilv@fox.cce.usp.br>
Subject: Experimental results - Ions and Solvent around polymers and biomolecules
To: chemistry@ccl.net, bioforum@net.bio.net, biophysics@net.bio.net
cc: Water Science Network Administrator <wsn-adm@mmlds1.pha.unc.edu>
Message-ID: <Pine.3.85.9411281841.A12113-0100000@fox.cce.usp.br>
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Dear Netters,

I am looking for some references about experimental results of ions and solvent
( water ) structure around polymers and biomolecules ( proteins ).
Please, e-mail me direct. I'll summarize for the net ( Of course !!! ).

Thanks in advance.

Regards,

	Fernando


++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++
Fernando Luis Barroso da Silva                 Departamento de Quimica
e-mail: flbdsilv@fox.cce.usp.br                Faculdade de Ciencias - Unesp
Phone: +55(0142) 30-2111 - R. 134              17033-360 - Bauru - SP - BRASIL
+++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++




From adit@Kodak.COM  Mon Nov 28 17:15:37 1994
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Date: Mon, 28 Nov 94 16:11:56 EST
From: adit@Kodak.COM (Adi Treasurywala)
Message-Id: <9411282111.AA23099@bcc9.kodak.com>
To: chemistry@ccl.net
Subject: Please Note the change.


Hi,
	Given the short time left, I can think of no quicker way to inform all of those folks who matter most to me of my change of address. Sorry for taking up the bandwidth.

Old Address: adit@kodak.com
New address: adit@extreme.chem.rpi.edu

Thanks in advance for your understanding.

Adi Treasurywala.


From phys13@unix.york.ac.uk  Mon Nov 28 18:15:36 1994
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Date: Mon, 28 Nov 1994 22:24:39 +0000
From: RJ Greenall <phys13@unix.york.ac.uk>
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To: CHEMISTRY@ccl.net
Cc: RJ Greenall <phys13@unix.york.ac.uk>
Subject: Demonstration software for 486 PC.
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	Hi,

		Is there any software (free or commercial) to
	graphically demonstrate MD simulation on a 486 PC
	which would impress school children and possibly persuade
	them to take up courses in molecular biophysics/computational
	chemistry ?

		Full MD facilities would be preferable, but packages
	that could impressively animate say, amber trajectories, would
	also be very useful.

	Thanks.



From arthur@pchindigo2.IPC.PKU.EDU.CN  Mon Nov 28 21:15:41 1994
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Date: Tue, 29 Nov 1994 09:19:22 +0800 (SST)
From: Wan Arthur <arthur@pchindigo2.IPC.PKU.EDU.CN>
To: CHEMISTRY@ccl.net
Subject: Look for Refs. of Rational Drug Design
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Hi, all of the chemists,

I am looking for some references of rational drug design. Would you 
please give me some hints?

Regards,

Arthur Wang


*********************************************
*                                           *
*     Mr. Arthur Wang                       * 
*     Molecular Design Lab                  *
*     Institute of Physical Chemistry       *
*     Peking University                     *
*     Beijing 100871                        *
*     P.R.China                             *
*                                           *
* E-mail: arthur@pchindigo2.ipc.pku.edu.cn  *
*********************************************





From tony@schroeder.newcastle.edu.au  Mon Nov 28 21:34:40 1994
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Date: Tue, 29 Nov 1994 12:20:37 +1000 (EET)
From: Tony Dyson <tony@schroeder.newcastle.edu.au>
To: Computational Chemistry List <chemistry@ccl.net>
Subject: CCL: Alpha vs RS/6000 for g92
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We are currently evaluating workstations for use running Gaussian. At 
this stage our options appear to be these:

	Alpha 200 4/233
	Alpha 3000/700
	IBM 37T (or maybe 3AT)

Although benchmarks such as Linpack TPP appear to favour the Alpha 
machines, examination of the tables of Gaussian run-times that have been 
posted recently on CCL would indicate that this is not a good predictor 
of performance running Gaussian. My own tests with an Alpha 200 4/166 
lead me to believe that the Alpha 200 4/233 will come in 5-10% slower 
than the IBM 37T. I know nothing about the 3000/700!

If anybody has any experience with these machines running Gaussian, 
especially if you can shed some light on how the various architectures 
affect performance, I would _love_ to hear from you.

	Tony

================================================================

  Mr. Anthony J. Dyson		tony@schroeder.newcastle.edu.au
  Dept. of Physics		phone: +49 21 5425
  University of Newcastle	fax:   +49 21 6907
  Callaghan, Australia, 2308

================================================================


From THPierce@rohmhaas.com  Mon Nov 28 21:41:32 1994
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To: Chemistry@ccl.net
From: THPierce@rohmhaas.com (Tom Pierce)
Subject: RE: Defective PENTIUM FPU's
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Previously David J. Heisterberg (djh@ccl.net)  wrote (in response to John
McKelvey):

>>NOW WHAT? COMPUTE STATISTICAL PROBABILITIES OF ERRORS IN COMPUTED RESULTS?

>Tim Coe at Vitesse Semiconductor has done just that.  He's posted a
>very detailed description of the problem in the comp.arch.arithmetic
>news group.  For the likelyhood of running into this bug he says
>  that needs clearing is that this is an extended precision problem.  This
>  bug hits between 50 and 2000 single precision dividend divisor pairs (out
>  of a total of 64 trillion.)
>His analysis shows that the probability of getting a relative error
>greater than 1e-5 is 3e-12, of less than 1e-5, 6e-12.  As to when this
>error occurs
>  Examination of the above divide failures reveals that both the dividend
>  and divisor are integers minus small deltas.  Also notable is the induced
>  error is roughly delta^(2/3).  The integers in the divisors are actually

Hmmm - integer minus small delta's ala x-y=4195835-3145727=1050108,
a large delta, and the error is 256 -> delta^2/3 =4096 not 1,050,108.

I am unhappy with the processor, and now will not use it for calculations...
Maybe I should send it back... Where is that warranty card... 

--
Sincerely,

Tom Pierce Ph.D. 


