From chemistry-request@server.ccl.net  Tue Aug  3 05:46:01 1999
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From: Luis Salvatella =?iso-8859-1?Q?Ib=E1=F1ez?= <lsalvate@posta.unizar.es>
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 Dear CCLers,
 I have submitted a message some days ago describing some problems found
with
B3LYP frequencies. I thank everyone that replied my e-mail.
 The anomalous result corresponds to calculations carried out with
Gaussian 98
(version A.6), compiled on a HP C160 workstation having a PA8000
processor. Instead, a frequency computation achieved on this workstation
with the same G98 version, though compiled on a different computer, led
to right result.
 Therefore, the origin of the wrong B3LYP frequencies lies on a
compilation error.

 LUIS SALVATELLA


From chemistry-request@server.ccl.net  Tue Aug  3 06:00:00 1999
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From: "Gert Kruger" <kruger@eng.und.ac.za>
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Subject: Re: G98 and %nproc=2 on Linux
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Dear CCLrs,

We are testing G98 on a dual CPU intel PC (2 x 450 MHz Xenon processors) with Redhat Linux 6.0 as OS.  The program works fine with normal input files, but as soon as we include:  %nproc=2, we get the following error:  "shmget failed.  Invalid argument"  The message appears as a linux error and not in the output file of Gaussian.

Any hints to overcome the problem?

Gert Kruger

________________________________________

Dr HG Kruger, School of Pure & Applied Chemistry
Univerity of Natal, King George 5th Ave
Durban, 4001, South Africa
Tel.  +27-31-2602181     Fax.  +27-31-2603091
Tel   +27-31-2603090  (School secretary) 
email  Kruger@scifs1.und.ac.za
P.O. Box 18091, Dalbridge, 4014, South Africa
________________________________________

From chemistry-request@server.ccl.net  Tue Aug  3 06:12:47 1999
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From: Anita Ilze Zvaigzne <aiz0001@jove.acs.unt.edu>
To: Peter Shenkin <shenkin@schrodinger.com>
cc: chemistry@ccl.net
Subject: Re: CCL:Levinthal's paradox
In-Reply-To: <Pine.LNX.4.05.9907301519370.10876-100000@sally.schrodinger.com>
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RE: Levinthal's Paradox and the Speed of Protein Folding:

    Does this theory take into account that protein folding is not
necessarily an isolated event?  That is, there may be chaperonins
assisting the protein to achieve its final state rapidly -- as opposed to
many years?

Sincerely,
Anita Zvaigzne
=============================================================
On Fri, 30 Jul 1999, Peter Shenkin wrote:

> On Fri, 30 Jul 1999, JATI KASTANJA wrote:
> > does anyone know something about the Levinthal paradox? 
> >...
> Therefore, protein folding must be a kinetically controlled process.
> I.e., proteins fold to the most accessible minimum, rather than the 
> most stable minimum.  In this, protein folding must resemble the
> kinetically controlled reactions of organic (and bio-) chemistry.

From chemistry-request@server.ccl.net  Tue Aug  3 08:37:45 1999
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Date: Tue, 03 Aug 1999 07:29:42 -0500
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To: Gert Kruger <kruger@eng.und.ac.za>
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Subject: Re: CCL:G98 and %nproc=2 on Linux
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We had a similar problem.  Here's a note we got from Doug Fox of Gaussian on how to correct the problem.

George Parks
Phillips Petroleum
==============
Parallel operation uses shared memory, which is a kernel resource,
instead of process memory.   I have a note below on adjusting this.  Also
we find that the 2.2 kernel is far superior for parallel execution,
also easier to adjust shared memory.

Increasing the size of the Linux shared memory segment

The size of the shared memory segment is set by the parameter
SHMMAX, in /usr/src/linux/include/asm/shmparam.h.  The default
value in 2.0 and 2.2 kernels is 0x2000000, or 32MB.  To increase
the value of SHMMAX, edit shmparam.h, rebuild the kernel, and reboot.

If you are comfortable with the process of building the Linux kernel,
we suggest you try the recently released 2.2.1 kernel (get it from
ftp.kernel.org or a mirror site).  The 2.2 kernels have improved SMP
performance and the ability to change the shared memory size on the fly,
by changing the value in /proc/sys/kernel/shmmax.  For example,

# echo "67108864" >/proc/sys/kernel/shmmax

would set the maximum shared memory segment size to 64MB.

If you are not familiar with the procedure for building the kernel,
and you are using the kernel distributed with Red Hat Linux 5.2,
here is a step-by-step guide to rebuilding the Red Hat kernel:

1) Make sure the kernel source and headers are installed, by doing

% rpm -qa | grep kern
kernel-2.0.36-0.7
kernel-pcmcia-cs-2.0.36-0.7
kernelcfg-0.5-3
kernel-headers-2.0.36-0.7
kernel-source-2.0.36-0.7

If you do not see

kernel-headers-2.0.36-0.7
kernel-source-2.0.36-0.7

you must install them from the Red Hat CD, by doing, as root

# rpm -i kernel-headers-2.0.36-0.7.i386.rpm
# rpm -i kernel-source-2.0.36-0.7.i386.rpm

2) Now, as root, edit /usr/src/linux/include/asm/shmparam.h and
change the value of SHMMAX to an appropriate value (3/4 of the amount of
physical memory would be reasonable).

3) Now do, as root

# cd /usr/src/linux
# make mproper
# make config

make config will ask a series of configuration questions, it will look like:

# make config
rm -f include/asm
( cd include ; ln -sf asm-i386 asm)
/bin/sh scripts/Configure arch/i386/config.in
#
# Using defaults found in arch/i386/defconfig
#
*
* Code maturity level options
*
Prompt for development and/or incomplete code/drivers (CONFIG_EXPERIMENTAL) [Y/n/?]

and so on.  To every question, TAKE THE DEFAULT VALUE BY HITTING ENTER.
When you are done, do:

# make dep; make boot

A great deal of output will scroll by as a new kernel is compiled.  When
the build is complete, the new kernel will be in the file
/usr/src/linux/arch/i386/boot/zImage.

4)  Now you may test the new kernel by booting it from a floppy.  Put a blank
diskette in you floppy drive and do, as root:

# dd if=/usr/src/linux/arch/i386/boot/zImage of=/dev/fd0

5)  Now reboot from this floppy.  If all seems well you may configure LILO
to boot the new kernel, or continue to boot from floppy.

The Red Hat Linux 5.2 manual discusses building a custom kernel, and using
LILO to boot it in Section 11.6, pp 197-200, to which we refer you for
further details.


From chemistry-request@server.ccl.net  Tue Aug  3 08:40:28 1999
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Date: Tue, 03 Aug 1999 14:33:58 +0200
From: Gerald Loeffler <Gerald.Loeffler@vienna.at>
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Organization: Apollo Imaging
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Subject: Re: CCL:Levinthal's paradox
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Hi!

Anita Ilze Zvaigzne wrote:
> 
> RE: Levinthal's Paradox and the Speed of Protein Folding:
> 
>     Does this theory take into account that protein folding is not
> necessarily an isolated event?  That is, there may be chaperonins
> assisting the protein to achieve its final state rapidly -- as opposed to
> many years?

No, the effect of chaperonins is not considered in Levinthals paradox -
and it need not be, because small proteins _do_ reversibly fold in the
absence of chaperonins (another classic: Anfinsen). First things first -
before worrying about the influence of chaperonins one should try to
understand (from a theoretical perspective) the "pure" protein folding
problem.

Apart from that, I think it's fair to say that the significance of the
Levinthal paradox is now mostly historic. Although science is far from
having solved the protein folding problem, the understanding has
advanced to the extent that we find the idea ridiculous that a protein
needs to exhaustively search phase space in order to find its native
conformation. 

Rather, proteins move from "unfolded" conformations to "folded"
conformations (however one exaclty makes this distinction) via
accessible conformations. These accessible conformations vary between
different folding events, which is why one speaks of "folding funnels"
rather than "folding pathways". Whichever exact path a particular
folding event takes, it is generally assumed that all folding events
eventually lead to an ensemble of conformations close to the global
minimum of free energy of the protein.

Any opposition on this last point?

	cheers,
	gerald

> 
> Sincerely,
> Anita Zvaigzne
> =============================================================
> On Fri, 30 Jul 1999, Peter Shenkin wrote:
> 
> > On Fri, 30 Jul 1999, JATI KASTANJA wrote:
> > > does anyone know something about the Levinthal paradox?
> > >...
> > Therefore, protein folding must be a kinetically controlled process.
> > I.e., proteins fold to the most accessible minimum, rather than the
> > most stable minimum.  In this, protein folding must resemble the
> > kinetically controlled reactions of organic (and bio-) chemistry.
> 
> -= This is automatically added to each message by mailing script =-
> CHEMISTRY@ccl.net -- To Everybody    |   CHEMISTRY-REQUEST@ccl.net -- To Admins
> MAILSERV@ccl.net -- HELP CHEMISTRY or HELP SEARCH
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> Ftp: ftp.ccl.net  |  WWW: http://www.ccl.net/chemistry/   | Jan: jkl@ccl.net

-- 
 Gerald Loeffler
 Email: Gerald.Loeffler@vienna.at
 Smail: Apollo Imaging, Marchettigasse 7, A-1060 Vienna, Austria
 Phone: +43 676 3289588 (+43 1 5952333 27)
 Fax:   +43 1 5952333 20
 Keywords: Java, CORBA, OOA&D, Databases, Bioinformatics,
           Computational Biology, Computational Biophysics
From chemistry-request@server.ccl.net  Tue Aug  3 04:24:05 1999
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Date: Tue, 03 Aug 1999 10:16:05 +0200
From: Didier MATHIEU <mathieu@ripault.cea.fr>
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Hello everybody,

addicted to internet and more specially to the CCL for a couple of years
I enjoy getting free information and software this way. I noted that
many subscribers use Linux, are looking for or annoucing free
software... However, a kind of stuff that does not appear to be widely
available for free are encyclopedias.

I realize that it may be almost impossible to set up a general-purpose
encyclopedia this way because of the need to avoid patented material,
but in a specialized field such as computational chemistry, it might be
possible unless there are some legal barriers I am unaware of. Therefore
I wouldn't be surprised to heard about such an encyclopedia. Does
anybody knows about such a project ?

Otherwise, I wonder what CCLers think of the idea of developping an
Encyclopedia of Computational Chemistry on the basis of volunteer
contributions as for Linux ? To me it seems a priori that a high quality
might require a "cathedral-style" development with the content
well-planified in advance, however the wealth of good free softwave
available suggests the opposite. In addition the rate of advancement of
the field probably make it hard to design an encyclopedia in the
standard way (I am considering buying the Encyclopedia of Computational
Chemistry published by Wiley).

The main question may be whether many people are ready to write
contributions or trust such information which didn't go through a
standard refereing process. According to me it would be conceivable to
design "trust indexes" calculated from readers's responses and collect
their comments as done for books on the site of the Amazon.com online
bookshop.

In the long-run, such an online encyclopedia should be useful to those
working in industrial plants only anecdotically involved in the field,
who are the only computational chemist in their lab and have to get an
overview of many subfields according to the needs of their colleagues
and customers, ...like me. Hence it would be a gift of academics to
industry...-)

Best regards.

--
Didier MATHIEU
CEA - Le Ripault, BP 16
37260 Monts (France)
Tel. 33(0)2.47.34.41.85


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Date: Tue, 03 Aug 1999 16:21:53 +0000
From: JATI KASTANJA <jkastanja@dwi.rwth-aachen.de>
Subject: CCL: SUMMARY - Levinthal Paradox
To: chemistry@ccl.net
Message-id: <B042F762D6@dwi01.dwi.rwth-aachen.de>
Organization: German Wool Research Institute


Dear all, 
I've obtained a lot of helpful responses. I'd like to thank everybody 
who spent his time in giving me some suggestions with regard to  
the "Levinthal Paradox".  
Many thanks to Raman, Rick, Carlos, John, Jim, Peter, Tom and 
any other person I might have forgotten. 

Regards, Jati 

Subsequent a list of suggestions and papers which deal with the  
Levinthal Paradox 
----------------------------------------------- 
>Peter S. Shenkin wrote 
If you do find the Journal, you will find that it contains only 
a passing reference to what has become known as the Levinthal 
paradox.  The idea really derives from a comment Cyrus once 
made at a 
meeting. 

The idea is this.  Take a 100-residue protein.  Let's suppose each 
residue can have only, say, 3 conformational states.  Then there 
are 3^100, or about 10^48, possible states.  Now suppose the 
protein 
can explore a new state with every moleculear vibration.  
Suppose  
each vibration takes about a femtosecond.  Then exploring all  
the states would take about 10^48 fs, or 10^33 s.  There are about 
10^8 
s 
in a year, so exploring all the states would take about 10^25 years. 
But this is longer than the age of the universe.   

Now, in order for a protein to fold into its global 
thermodynamic energy minimum, the folding process has to 
be ergodic.  That is, it has to explore all its states 
within the time-span of the process.  But protein folding takes 
typically seconds to minutes.  So a protein can't be folding  
into its thermodynamic energetic minimum, since it can't 
possibly find it in so short a time. 

Therefore, protein folding must be a kinetically controlled process. 
I.e., proteins fold to the most accessible minimum, rather than the  
most stable minimum.  In this, protein folding must resemble the 
kinetically controlled reactions of organic (and bio-) chemistry. 

The reason it's considered a "paradox" is that most people 
don't believe it (at least for globular proteins as small 
as 100 residues). Cyrus didn't believe it either, in fact. 
But it is fun to think about, and it's great for impressing 
people at cocktail parties.  (You have to go to the right cocktail  
parties, though. :-) ) 

-P. 

----------------------------------------------- 
>C.S.Raman wrote:   
Well, the list I have provided at the end of this mail should 
help you track down all the literature pertinent to this problem. 

{*} Until now I am unsuccessful in finding out the journal where 
Cyrus  
{*} Levinthal first published something about this paradox.  

Cy's article is one of the most MISQUOTED in the literature. 
His original work was presented in a symposium: 
Levinthal, C (1969) in Mossbauer Spectroscopy in Biological 
Systems, (ed) Debrunner, P., & Tsibris, J.C.M., P. 22-24, 
University of Illinois, Urbana Champaign. How to Fold 
Graciously. 

Levinthal also published an article in J. Chim. Phys. (1968) 
65: 44-45 entitled "Are there pathways for protein folding?", 
which is usually quoted as being the source of the paradox. 
This is incorrect and this article makes no mention of it. 

1. Dill KA. 
Polymer principles and protein folding. 
Protein Science, 1999 Jun, 8(6):1166-80. 

2. Yon JM. 
Protein folding: concepts and perspectives. 
Cellular and Molecular Life Sciences, 1997 Jul, 53(7):557-67. 

3. Finkelstein, AV; Badretdinov, AY. 
Physical reason for fast folding of the stable spatial structure of 
proteins: A solution of the Levinthal paradox. 
MOLECULAR BIOLOGY, 1997 MAY-JUN, V31 N3:391-398. 

4. Shakhnovich EI. 
Theoretical studies of protein-folding thermodynamics and 
kinetics. 
Current Opinion in Structural Biology, 1997 Feb, 7(1):29-40. 

5. Dill KA; Chan HS. 
>From Levinthal to pathways to funnels. 
Nature Structural Biology, 1997 Jan, 4(1):10-9. 

8. Finkelstein AV; Badretdinov AYa. 
Rate of protein folding near the point of thermodynamic 
equilibrium 
between the coil and the most stable chain fold [published erratum 
appears 
in Fold Des 1998;3(1):67]. 
Folding and Design, 1997, 2(2):115-21. 

9. Lattman EE. 
Remembering Cy Levinthal [editorial]. 
Proteins, 1995 Oct, 23(2):i. 

10. Karplus M; Sali A. 
Theoretical studies of protein folding and unfolding. 
Current Opinion in Structural Biology, 1995 Feb, 5(1):58-73. 

11. Durup, J. 
On ''Levinthal paradox'' and the theory of protein folding. 
THEOCHEM-JOURNAL OF MOLECULAR STRUCTURE, 
1998 FEB 9, V424 N1- 2:157-169. 

12. Karplus, M. 
The Levinthal paradox: yesterday and today. 
FOLDING & DESIGN, 1997, V2 N4:S69-S75. 

13. HONIG B. 
LEVINTHAL,CYRUS - IN MEMORIAM. 
PROTEINS-STRUCTURE FUNCTION AND GENETICS, 
1991, V11 N4:239-241. 

14. LATTMAN E. 
LEVINTHAL,CYRUS MAY 2, 1922 NOVEMBER 4, 1990 - IN 
MEMORIAM. 
PROTEINS-STRUCTURE FUNCTION AND GENETICS, 
1990, V8 N4:R1-R1. 

I hope this helps. 
-raman 
--------------------------------------------------- 
>Tom Ngo and Joe Marks wrote:
Also relevant to your inquiry are the references below.  We argue 
in the 
> first paper that the astronomical number of conformational 
states does not, 
> by itself, give reason to conclude that folding should take 
exponential 
> time.  We show how the theory of NP-completeness can be 
brought to bear on 
> questions related to folding times. 
>  
> * J. Thomas Ngo, Joe Marks and Martin Karplus, 
"Computational Complexity, 
> Protein Structure Prediction, and the Levinthal Paradox," in The 
Protein 
> Folding Problem and Tertiary Structure Prediction, Kenneth 
Merz, Jr. and 
> Scott LeGrand, eds., pp. 433-506, Birkhauser, Boston, 1994. 
>  
> * J. Thomas Ngo and Joe Marks, "Computational Complexity of 
a Problem in 
> Molecular Structure Prediction," Protein Engineering 5(4):313-
321, June 
> 1992. 
The second paper above is on my web site, 
http://www.merl.com/people/marks/index.html. 

-- Joe Marks 
> --Tom Ngo 

------------------------------------------------------------------ 
> Rick Venable wrote:      
I've appended a quick search result for "levinthal paradox"-- some 
of 
these papers (e.g. those by Dill, Karplus, or Shakhnovich) may 
hopefully 
refer to the original statement of the paradox.  

   Parker JMR 
    The relationship between peptide plane rotation (PPR) and 
similar 
conformations 
    J COMPUT CHEM 20: (9) 947-955 JUL 15 1999  

   Iguchi K 
    Exactly solvable model of protein folding: Rubik's magic snake 
model 
    INT J MOD PHYS B 13: (4) 325-361 FEB 10 1999  

   Hamacher K, Wenzel W 
    Scaling behavior of stochastic minimization algorithms in a 
perfect 
funnel landscape 
    PHYS REV E 59: (1) 938-941 Part B JAN 1999  

   Durup J 
    On "Levinthal paradox" and the theory of protein folding 
    THEOCHEM-J MOL STRUC 424: (1-2) 157-169 FEB 9 1998 
 

   Finkelstein AV, Badretdinov AY 
    Physical reason for fast folding of the stable spatial structure of 
proteins: A solution of the 
    Levinthal paradox 
    MOL BIOL+ 31: (3) 391-398 MAY-JUN 1997  

   Karplus M 
    The Levinthal paradox: yesterday and today 
    FOLD DES 2: (4) S69-S75 1997  

   Finkelstein AV, Badretdinov AY 
    Rate of protein folding near the point of thermodynamic 
equilibrium 
between the coil and the 
    most stable chain fold 
    FOLD DES 2: (2) 115-121 1997  

   Shakhnovich EI 
    Theoretical studies of protein-folding thermodynamics and 
kinetics 
    CURR OPIN STRUC BIOL 7: (1) 29-40 FEB 1997  

   Mirny LA, Abkevich V, Shakhnovich EI 
    Universality and diversity of the protein folding scenarios: A 
comprehensive analysis with the 
    aid of a lattice model 
    FOLD DES 1: (2) 103-116 1996  

   Nakamura H, Tanimura R, Kidera A 
    Side-chain conformations cooperatively restricted in protein 
secondary structure .2. Side-chain 
    configurational entropies of alpha-helices in the folding nuclei 
    P JPN ACAD B-PHYS 72: (7) 149-152 SEP 1996  

   Su ZD, Arooz MT, Chen HM, et al. 
    Least activation path for protein folding: Investigation of 
staphylococcal nuclease folding by 
    stopped-flow circular dichroism 
    P NATL ACAD SCI USA 93: (6) 2539-2544 MAR 19 1996  

   KARPLUS M, SALI A 
    THEORETICAL-STUDIES OF PROTEIN-FOLDING AND 
UNFOLDING 
    CURR OPIN STRUC BIOL 5: (1) 58-73 FEB 1995  

   PERKYNS JS, PETTITT BM 
    PEPTIDE CONFORMATIONS ARE RESTRICTED BY 
SOLUTION STABILITY 
    J PHYS CHEM-US 99: (1) 1-2 JAN 5 1995  

   GULUKOTA K, WOLYNES PG 
    STATISTICAL-MECHANICS OF KINETIC 
PROOFREADING IN PROTEIN-FOLDING 
IN-VIVO 
    P NATL ACAD SCI USA 91: (20) 9292-9296 SEP 27 1994  

   ABKEVICH VI, GUTIN AM, SHAKHNOVICH EI 
    SPECIFIC NUCLEUS AS THE TRANSITION-STATE FOR 
PROTEIN-FOLDING - 
EVIDENCE FROM 
    THE LATTICE MODEL 
    BIOCHEMISTRY-US 33: (33) 10026-10036 AUG 23 1994  

   SALI A, SHAKHNOVICH E, KARPLUS M 
    HOW DOES A PROTEIN FOLD 
    NATURE 369: (6477) 248-251 MAY 19 1994  

   DILL KA, YUE K, FIEBIG K 
    PROTEIN-FOLDING - DRIVING FORCES AND THE 
LEVINTHAL PARADOX 
    BIOPHYS J 66: (2) A241-A241 Part 2 FEB 1994  

   DILL KA 
    FOLDING PROTEINS - FINDING A NEEDLE IN A 
HAYSTACK 
    CURR OPIN STRUC BIOL 3: (1) 99-103 FEB 1993  

   CHAN HS, DILL KA 
    ENERGY LANDSCAPES AND THE COLLAPSE 
DYNAMICS OF  HOMOPOLYMERS 
    J CHEM PHYS 99: (3) 2116-2127 AUG 1 1993  

   FIEBIG KM, DILL KA 
    PROTEIN CORE ASSEMBLY PROCESSES 
    J CHEM PHYS 98: (4) 3475-3487 FEB 15 1993  


From chemistry-request@server.ccl.net  Mon Aug  2 14:43:18 1999
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Hi,
Does anybody know the internet page to download the Molecular
Mechanic-Program by Allinger (MM3 or MM4)?

Thanks

Thomas

From chemistry-request@server.ccl.net  Tue Aug  3 08:48:50 1999
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To: chemistry@ccl.net
Subject: natural internal coordinates

| Dear friends,
:

I would like to write program, that convert cartesian coordinates into
natural internal coordinates. But I have a couple of problems:

1. How could I find point group of symmetry for a set of atoms? I find
alghorthm how to finding it if you have all symmetry generators, but I
don't know how to find this generators.

2.  How should I select coefficients for natural internal coordinates?

Could  any body help me? Online sources are preferable (our library is
very  poor).  Answers  (if any) will be summarized and program sources
will be published.

Best regards,
 Mike                          mailto:MikePeleah@mail.ru


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From: "E. Lewars" <elewars@alchemy.chem.utoronto.ca>
Message-Id: <199908031713.NAA15814@alchemy.chem.utoronto.ca>
To: chemistry@ccl.net
Subject: IR INTENSITIES: SUMMARY

1999 August 3
   SUMMARY OF REPLIES TO QUESTION ABOUT IR INTENSITIES
   Reply #6 gives a ref to Raman intensities

  Thanks very much to all who responded to my question

          E. Lewars
=========================
The question:

1999 July 25

                 INTENSITIES OF IR BANDS--HOW GOOD?

 A lot has been published on correction factors for the *positions* (i.e. the
wavenumber values) of calculated IR bands; the canonical paper is A. P. Scott
and L. Radom, J. Phys. Chem., 1996, 100, 16502.
 Has there been any published work on the the *relative intensities* of
calculated IR bands? I mean purely empirical comparison of calc and experimental
IR spectra, to see which methods give the best match to the real spectra, and
how, if possible, one can correct calc intensities to match the experimental.

    Thanks.

     E. Lewars
====================

   REPLIES TO QUESTION ABOUT IR INTENSITIES
Note that #6 below gives a ref to Raman intensities.


#1
Date: Sun, 25 Jul 1999 14:14:26 -0400 (EDT)
Subject: Re: CCL:CALC IR INTENSITIES__HOW GOOD?

On Sun, 25 Jul 1999, E. Lewars wrote:

>                  INTENSITIES OF IR BANDS--HOW GOOD?

Could you please send me on any references you get with respect to this
issue?  I am interested also :)

thanks,
Ruth

-----------------------------------------------------------------------------
Ruth Tanner                                             rtanner@uoguelph.ca 
M.Sc. Candidate in Physical Chemistry                   University of Guelph
----------------------------------------------------------------------------
                To steal ideas from one person is plagiarism,
                To steal ideas from many is research. 
============================================================================


#2
Sender: Bertrand.Illien@chimie.univ-nantes.fr
Subject: Re: CCL:CALC IR INTENSITIES__HOW GOOD?

hello  E. Lewars

If you get some answers, may you send it to me.
thanks in advance

Bertrand

-------------------------
 Bertrand ILLIEN                           Tel :(+33)(0)2 51 12 54 28
 Laboratoire de Spectrochimie              Fax :(+33)(0)2 51 12 54 12
 Facult\351 des Sciences et Techniques,       illien@chimie.univ-nantes.fr
 Universit\351 de Nantes
 2, rue de la Houssini\350re    BP 92208
 44322 Nantes Cedex 3 FRANCE
==============


#3
Date: Mon, 26 Jul 1999 11:02:48 +0300 (EET DST)
Subject: Re: CCL:CALC IR INTENSITIES__HOW GOOD?

Dear Lewars:

It would be very good if you can find an answer to this problem. In short 
the answer to your question is no (this is an informal answer). But it 
might actually depend on what you exactly mean and want. You may look 
at the work of P. J. Stephens and the group of theoretical chemistry at 
Cambridge. Sorry I do not have refs. right now but I may look for some if 
you want.

Best regards,

Adel El-Azhary
===========


#4
          Jul 26 Jens Spanget-Larse (48)   CCL:CALC RAMAN ACTIVITIES__HOW GOODCommand: Read MessageMessage 5/7 from Jens Spanget-Larsen                     Jul 26 '99 at 1:38 pm

Organization: Roskilde Universitetscenter
To: chemistry@ccl.net, "E. Lewars" <elewars@alchemy.chem.utoronto.ca>
Date: Mon, 26 Jul 1999 13:38:48 +0100
Subject: CCL:CALC RAMAN ACTIVITIES__HOW GOOD?

Dear CCL:

E. Lewars asked the following question (1999 July 25):

>                  INTENSITIES OF IR BANDS--HOW GOOD?
> 
>  A lot has been published on correction factors for the *positions* (i.e. the
> wavenumber values) of calculated IR bands; the canonical paper is A. P. Scott
> and L. Radom, J. Phys. Chem., 1996, 100, 16502.
>  Has there been any published work on the the *relative intensities* of
> calculated IR bands? I mean purely empirical comparison of calc and experiment
> IR spectra, to see which methods give the best match to the real spectra, and
> how, if possible, one can correct calc intensities to match the experimental.

I would like to add the corresponding question concerning *Raman 
scattering activities*! 

Thank you, 

Yours, Jens >--<
                             
=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=
JENS SPANGET-LARSEN         Phone:  +45 4674 2000  (RUC)
Department of Chemistry             +45 4674 2710  (direct)
Roskilde University (RUC)   Fax:    +45 4674 3011 
P.O.Box 260                 E-Mail: JSL@virgil.ruc.dk
DK-4000 Roskilde, Denmark   http://www.rub.ruc.dk/dis/chem/psos/
=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=
===========


#5
    Jul 26 Karl Irikura       (179)  Re: CCL:CALC IR INTENSITIES__HOW GOOD?

Date: Mon, 26 Jul 1999 16:58:16 -0400
Subject: Re: CCL:CALC IR INTENSITIES__HOW GOOD?

Dear Dr. Lewars,

Please summarize, especially if you find something as definitive as the
Scott/Radom paper you mention.  I find the following three papers.

(1)     Halls, M. D.; Schlegel, H. B. Journal of Chemical Physics 1998,
109, 10587-10593.
(2)     Lampert, H.; Mikenda, W.; Karpfen, A. J. Phys. Chem. A 1997, 101,
2254-2263.
(3)     Stanton, J. F.; Lipscomb, W. N.; Magers, D. H.; Bartlett, R. J. J.
Chem. Phys. 1989, 90, 3241-3249.

Best wishes,

Karl I.
----------------------------------------------
Dr. Karl K. Irikura
National Institute of Standards and Technology
100 Bureau Drive, Stop 8380
Gaithersburg, MD  20899-8380
voice: 301-975-2510     fax: 301-869-4020
e-mail: karl.irikura@nist.gov
http://www.nist.gov/compchem/
---------------------------------------------- 


#6
Sender: mathieu@ripault.cea.fr
Date: Thu, 29 Jul 1999 11:24:41 +0200
To: "E. Lewars" <elewars@alchemy.chem.utoronto.ca>, jsl@virgil.ruc.dk
Subject: Re: CCL:CALC IR INTENSITIES__HOW GOOD?


A recent paper: M.D. Halls & H.B. Schlegel, J. Chem. Phys. 109 (1998) p. 10587 a
nd
ref. 10-14 therein.

In this paper, a steady improvement is noted on going from lower (HF) to higher
(Adiabatic Connection DFT) levels of theory, through local and gradient correcte
d
functionals.
The improvement in force constants accuracy on going to higher levels seems to p
lay
a non-negligible role.
Indeed the difference between HF and B3LYP intensities is less dramatic when a
common force field is used as I did in a study with normal modes obtained from
CFF91 force field and quantum calculations reserved for dipole moment derivative
s:
cf. Int. J. Quant. Chem. 69, 705-711 (1998)

> how, if possible, one can correct calc intensities to match the experimental.

Such a correction is suggested by Halls & Schlegel for HF intensities.

  [RAMAN]:
With regard to Raman data: Chem. Phys. Lett. 247, 120-125 (1995) but there are
probably more recent papers.

Regards

--
Didier MATHIEU
CEA - Le Ripault, BP 16
37260 Monts (France)
Tel. 33(0)2.47.34.41.85
==========
#7
   1999 July 30
 George Vacek       (55)   Re: CCL:CALC IR INTENSITIES__HOW GOOD?


``A Systematic Theoretical Study of the Harmonic Vibrational
Frequencies for Polyatomic Molecules: The Single, Double, and
Perturbative Triple Excitation Coupled-Cluster [CCSD(T)] Method,''
J. R. Thomas, B. J.  DeLeeuw, G. Vacek and H. F. Schaefer,
J. Chem. Phys. 98, 1336 (1993).

``The Balance Between Theoretical Method and Basis Set Quality: A
Systematic Study of Equilibrium Geometries, Dipole Moments, Harmonic
Vibrational Frequencies, and Infrared Intensities,'' J. R. Thomas, B.
J. DeLeeuw, G. Vacek, T. D. Crawford, Y. Yamaguchi and H. F. Schaefer,
J. Chem. Phys. 99, 403 (1993).

``The Chemical Applicability of Standard Methods in Ab Initio
Molecular Quantum Mechanics,'' in Modern Electronic Structure Theory,
H. F. Schaefer, J. R. Thomas, Y. Yamaguchi, B. J. DeLeeuw and
G. Vacek, Editor D. R. Yarkony (World Scientific Publishing,
Singapore, 1995) pp. 3--54.

=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=
George Vacek                    + Schrodinger, Inc. 
(503) 299-1150                  + 1500 SW First, Suite 1180
vacek@schrodinger.com           + Portland, OR 97201
http://www.schrodinger.com/~vacek/ 
==================

#8
Subject: Re: CCL:CALC IR INTENSITIES__HOW GOOD?

Hi,

    I don't have any denifite answer to your question, but the following
literatures may be of some interest to you.

Lampert, Heike; Mikenda, Werner; Karpfen, Alfred.
line 1 [h for help]Molecular Geometries and Vibrational Spectra of Phenol,
Benzaldehyde, and Salicylaldehyde: Experimental versus Quantum Chemical Data.

J. Phys. Chem. A  (1997),  101(12),  2254-2263.

Nowak, Maciej J.; Lapinski, Leszek; Fulara, Jan; Les, Andrzej; Adamowicz,
Ludwik.
Matrix isolation IR spectroscopy of tautomeric systems and its theoretical
interpretation:
2-hydroxypyridine/2(1H)-pyridinone.
J. Phys. Chem.  (1992),  96(4),  1562-9.

Mathieu, Didier; Simonetti, Philippe.
Harmonic IR spectra from empirical force fields and
Ab initio dipole-moment derivatives.
Int. J. Quantum Chem.  (1998),  69(6),  705-711.

Mathieu, Didier; Defranceschi, Mireille; Lecayon, Gerard; Grand, Andre;
Delhalle, Joseph.
Dependence of the vibrational frequencies and intensities on the configuration
of
polyacrylonitrile: an ab initio study on model oligomers.
Chem. Phys.  (1993),  171(1-2),  133-43.

This topic is quite interesting to me also, so I would appreciate it very much
if you would
summarize the responses you have got.

With best regards,
                       Takanori Kanazawa

====================
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From: Tom Ngo <ngo@interval.com>
To: "'JATI KASTANJA'" <jkastanja@dwi.rwth-aachen.de>
Cc: "'chemistry@ccl.net'" <chemistry@ccl.net>
Subject: RE: SUMMARY - Levinthal Paradox
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Jati, the following paper is also online:

J. Thomas Ngo, Joe Marks and Martin Karplus, "Computational Complexity,
Protein Structure Prediction, and the Levinthal Paradox," in The Protein
Folding Problem and Tertiary Structure Prediction, Kenneth Merz, Jr. and
Scott LeGrand, eds., pp. 433-506, Birkhauser, Boston, 1994. 

ftp://ftp.interval.com/pub/papers/ngo/merz.ps.gz

--Tom


> -----Original Message-----
> From: JATI KASTANJA [mailto:jkastanja@dwi.rwth-aachen.de]
> Sent: Tuesday, August 03, 1999 9:22 AM
> To: chemistry@ccl.net
> Subject: CCL:SUMMARY - Levinthal Paradox
> 
> 
> 
> Dear all, 
> I've obtained a lot of helpful responses. I'd like to thank everybody 
> who spent his time in giving me some suggestions with regard to  
> the "Levinthal Paradox".  
> Many thanks to Raman, Rick, Carlos, John, Jim, Peter, Tom and 
> any other person I might have forgotten. 
> 
> Regards, Jati 
> 
> Subsequent a list of suggestions and papers which deal with the  
> Levinthal Paradox 
> ----------------------------------------------- 
> >Peter S. Shenkin wrote 
> If you do find the Journal, you will find that it contains only 
> a passing reference to what has become known as the Levinthal 
> paradox.  The idea really derives from a comment Cyrus once 
> made at a 
> meeting. 
> 
> The idea is this.  Take a 100-residue protein.  Let's suppose each 
> residue can have only, say, 3 conformational states.  Then there 
> are 3^100, or about 10^48, possible states.  Now suppose the 
> protein 
> can explore a new state with every moleculear vibration.  
> Suppose  
> each vibration takes about a femtosecond.  Then exploring all  
> the states would take about 10^48 fs, or 10^33 s.  There are about 
> 10^8 
> s 
> in a year, so exploring all the states would take about 10^25 years. 
> But this is longer than the age of the universe.   
> 
> Now, in order for a protein to fold into its global 
> thermodynamic energy minimum, the folding process has to 
> be ergodic.  That is, it has to explore all its states 
> within the time-span of the process.  But protein folding takes 
> typically seconds to minutes.  So a protein can't be folding  
> into its thermodynamic energetic minimum, since it can't 
> possibly find it in so short a time. 
> 
> Therefore, protein folding must be a kinetically controlled process. 
> I.e., proteins fold to the most accessible minimum, rather than the  
> most stable minimum.  In this, protein folding must resemble the 
> kinetically controlled reactions of organic (and bio-) chemistry. 
> 
> The reason it's considered a "paradox" is that most people 
> don't believe it (at least for globular proteins as small 
> as 100 residues). Cyrus didn't believe it either, in fact. 
> But it is fun to think about, and it's great for impressing 
> people at cocktail parties.  (You have to go to the right cocktail  
> parties, though. :-) ) 
> 
> -P. 
> 
> ----------------------------------------------- 
> >C.S.Raman wrote:   
> Well, the list I have provided at the end of this mail should 
> help you track down all the literature pertinent to this problem. 
> 
> {*} Until now I am unsuccessful in finding out the journal where 
> Cyrus  
> {*} Levinthal first published something about this paradox.  
> 
> Cy's article is one of the most MISQUOTED in the literature. 
> His original work was presented in a symposium: 
> Levinthal, C (1969) in Mossbauer Spectroscopy in Biological 
> Systems, (ed) Debrunner, P., & Tsibris, J.C.M., P. 22-24, 
> University of Illinois, Urbana Champaign. How to Fold 
> Graciously. 
> 
> Levinthal also published an article in J. Chim. Phys. (1968) 
> 65: 44-45 entitled "Are there pathways for protein folding?", 
> which is usually quoted as being the source of the paradox. 
> This is incorrect and this article makes no mention of it. 
> 
> 1. Dill KA. 
> Polymer principles and protein folding. 
> Protein Science, 1999 Jun, 8(6):1166-80. 
> 
> 2. Yon JM. 
> Protein folding: concepts and perspectives. 
> Cellular and Molecular Life Sciences, 1997 Jul, 53(7):557-67. 
> 
> 3. Finkelstein, AV; Badretdinov, AY. 
> Physical reason for fast folding of the stable spatial structure of 
> proteins: A solution of the Levinthal paradox. 
> MOLECULAR BIOLOGY, 1997 MAY-JUN, V31 N3:391-398. 
> 
> 4. Shakhnovich EI. 
> Theoretical studies of protein-folding thermodynamics and 
> kinetics. 
> Current Opinion in Structural Biology, 1997 Feb, 7(1):29-40. 
> 
> 5. Dill KA; Chan HS. 
> >From Levinthal to pathways to funnels. 
> Nature Structural Biology, 1997 Jan, 4(1):10-9. 
> 
> 8. Finkelstein AV; Badretdinov AYa. 
> Rate of protein folding near the point of thermodynamic 
> equilibrium 
> between the coil and the most stable chain fold [published erratum 
> appears 
> in Fold Des 1998;3(1):67]. 
> Folding and Design, 1997, 2(2):115-21. 
> 
> 9. Lattman EE. 
> Remembering Cy Levinthal [editorial]. 
> Proteins, 1995 Oct, 23(2):i. 
> 
> 10. Karplus M; Sali A. 
> Theoretical studies of protein folding and unfolding. 
> Current Opinion in Structural Biology, 1995 Feb, 5(1):58-73. 
> 
> 11. Durup, J. 
> On ''Levinthal paradox'' and the theory of protein folding. 
> THEOCHEM-JOURNAL OF MOLECULAR STRUCTURE, 
> 1998 FEB 9, V424 N1- 2:157-169. 
> 
> 12. Karplus, M. 
> The Levinthal paradox: yesterday and today. 
> FOLDING & DESIGN, 1997, V2 N4:S69-S75. 
> 
> 13. HONIG B. 
> LEVINTHAL,CYRUS - IN MEMORIAM. 
> PROTEINS-STRUCTURE FUNCTION AND GENETICS, 
> 1991, V11 N4:239-241. 
> 
> 14. LATTMAN E. 
> LEVINTHAL,CYRUS MAY 2, 1922 NOVEMBER 4, 1990 - IN 
> MEMORIAM. 
> PROTEINS-STRUCTURE FUNCTION AND GENETICS, 
> 1990, V8 N4:R1-R1. 
> 
> I hope this helps. 
> -raman 
> --------------------------------------------------- 
> >Tom Ngo and Joe Marks wrote:
> Also relevant to your inquiry are the references below.  We argue 
> in the 
> > first paper that the astronomical number of conformational 
> states does not, 
> > by itself, give reason to conclude that folding should take 
> exponential 
> > time.  We show how the theory of NP-completeness can be 
> brought to bear on 
> > questions related to folding times. 
> >  
> > * J. Thomas Ngo, Joe Marks and Martin Karplus, 
> "Computational Complexity, 
> > Protein Structure Prediction, and the Levinthal Paradox," in The 
> Protein 
> > Folding Problem and Tertiary Structure Prediction, Kenneth 
> Merz, Jr. and 
> > Scott LeGrand, eds., pp. 433-506, Birkhauser, Boston, 1994. 
> >  
> > * J. Thomas Ngo and Joe Marks, "Computational Complexity of 
> a Problem in 
> > Molecular Structure Prediction," Protein Engineering 5(4):313-
> 321, June 
> > 1992. 
> The second paper above is on my web site, 
> http://www.merl.com/people/marks/index.html. 
> 
> -- Joe Marks 
> > --Tom Ngo 
> 
> ------------------------------------------------------------------ 
> > Rick Venable wrote:      
> I've appended a quick search result for "levinthal paradox"-- some 
> of 
> these papers (e.g. those by Dill, Karplus, or Shakhnovich) may 
> hopefully 
> refer to the original statement of the paradox.  
> 
>    Parker JMR 
>     The relationship between peptide plane rotation (PPR) and 
> similar 
> conformations 
>     J COMPUT CHEM 20: (9) 947-955 JUL 15 1999  
> 
>    Iguchi K 
>     Exactly solvable model of protein folding: Rubik's magic snake 
> model 
>     INT J MOD PHYS B 13: (4) 325-361 FEB 10 1999  
> 
>    Hamacher K, Wenzel W 
>     Scaling behavior of stochastic minimization algorithms in a 
> perfect 
> funnel landscape 
>     PHYS REV E 59: (1) 938-941 Part B JAN 1999  
> 
>    Durup J 
>     On "Levinthal paradox" and the theory of protein folding 
>     THEOCHEM-J MOL STRUC 424: (1-2) 157-169 FEB 9 1998 
>  
> 
>    Finkelstein AV, Badretdinov AY 
>     Physical reason for fast folding of the stable spatial 
> structure of 
> proteins: A solution of the 
>     Levinthal paradox 
>     MOL BIOL+ 31: (3) 391-398 MAY-JUN 1997  
> 
>    Karplus M 
>     The Levinthal paradox: yesterday and today 
>     FOLD DES 2: (4) S69-S75 1997  
> 
>    Finkelstein AV, Badretdinov AY 
>     Rate of protein folding near the point of thermodynamic 
> equilibrium 
> between the coil and the 
>     most stable chain fold 
>     FOLD DES 2: (2) 115-121 1997  
> 
>    Shakhnovich EI 
>     Theoretical studies of protein-folding thermodynamics and 
> kinetics 
>     CURR OPIN STRUC BIOL 7: (1) 29-40 FEB 1997  
> 
>    Mirny LA, Abkevich V, Shakhnovich EI 
>     Universality and diversity of the protein folding scenarios: A 
> comprehensive analysis with the 
>     aid of a lattice model 
>     FOLD DES 1: (2) 103-116 1996  
> 
>    Nakamura H, Tanimura R, Kidera A 
>     Side-chain conformations cooperatively restricted in protein 
> secondary structure .2. Side-chain 
>     configurational entropies of alpha-helices in the folding nuclei 
>     P JPN ACAD B-PHYS 72: (7) 149-152 SEP 1996  
> 
>    Su ZD, Arooz MT, Chen HM, et al. 
>     Least activation path for protein folding: Investigation of 
> staphylococcal nuclease folding by 
>     stopped-flow circular dichroism 
>     P NATL ACAD SCI USA 93: (6) 2539-2544 MAR 19 1996  
> 
>    KARPLUS M, SALI A 
>     THEORETICAL-STUDIES OF PROTEIN-FOLDING AND 
> UNFOLDING 
>     CURR OPIN STRUC BIOL 5: (1) 58-73 FEB 1995  
> 
>    PERKYNS JS, PETTITT BM 
>     PEPTIDE CONFORMATIONS ARE RESTRICTED BY 
> SOLUTION STABILITY 
>     J PHYS CHEM-US 99: (1) 1-2 JAN 5 1995  
> 
>    GULUKOTA K, WOLYNES PG 
>     STATISTICAL-MECHANICS OF KINETIC 
> PROOFREADING IN PROTEIN-FOLDING 
> IN-VIVO 
>     P NATL ACAD SCI USA 91: (20) 9292-9296 SEP 27 1994  
> 
>    ABKEVICH VI, GUTIN AM, SHAKHNOVICH EI 
>     SPECIFIC NUCLEUS AS THE TRANSITION-STATE FOR 
> PROTEIN-FOLDING - 
> EVIDENCE FROM 
>     THE LATTICE MODEL 
>     BIOCHEMISTRY-US 33: (33) 10026-10036 AUG 23 1994  
> 
>    SALI A, SHAKHNOVICH E, KARPLUS M 
>     HOW DOES A PROTEIN FOLD 
>     NATURE 369: (6477) 248-251 MAY 19 1994  
> 
>    DILL KA, YUE K, FIEBIG K 
>     PROTEIN-FOLDING - DRIVING FORCES AND THE 
> LEVINTHAL PARADOX 
>     BIOPHYS J 66: (2) A241-A241 Part 2 FEB 1994  
> 
>    DILL KA 
>     FOLDING PROTEINS - FINDING A NEEDLE IN A 
> HAYSTACK 
>     CURR OPIN STRUC BIOL 3: (1) 99-103 FEB 1993  
> 
>    CHAN HS, DILL KA 
>     ENERGY LANDSCAPES AND THE COLLAPSE 
> DYNAMICS OF  HOMOPOLYMERS 
>     J CHEM PHYS 99: (3) 2116-2127 AUG 1 1993  
> 
>    FIEBIG KM, DILL KA 
>     PROTEIN CORE ASSEMBLY PROCESSES 
>     J CHEM PHYS 98: (4) 3475-3487 FEB 15 1993  
> 


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From chemistry-request@server.ccl.net  Tue Aug  3 20:03:20 1999
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From: Evelina Tsoncheva <tsonchev@skin6.chem.wisc.edu>
To: chemistry@www.ccl.net
Subject: Anharmonicity Force Constant for Carbonmonoxy Vibration 
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Hi all, 

Does somebody know what the typically used anharmonicity force
constants for CO (carbonmonoxy) vibration are? Preferably for its
bound-to-heme-proteins state (or whatever bound states).

Or else, could somebody refer me to some articles containing
information about that?

Thanks!

From chemistry-request@server.ccl.net  Tue Aug  3 20:40:49 1999
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	Wed, 4 Aug 1999 09:32:54 +0900 (KST)
Date: Wed, 4 Aug 1999 09:32:54 +0900 (KST)
From: Kim Hanjo <lordmiss@alchemy.yonsei.ac.kr>
To: chemistry@ccl.net
Subject: SUMMARY:CoMSIA
Message-ID: <Pine.SOL.3.91.990804093052.8840A-100000@alchemy.yonsei.ac.kr>
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Hello, everyone.

I posted the following answer about CoMSIA a few days ago.

---------------------------------------------------
Dear CCLers
 
        Does anybody tell me about CoMSIA(Comparative Molecular
Similarity Indexes Analysis)? Any details of this method or references
will be great help to me. I will summerize later.
 
        Thank you in advance.
---------------------------------------------------

Below is the greatly helpful reply from Dr. Wolfgang Utz. 

---------------------------------------------------
 Hello Kim,
for references look at:
Klebe, G., et al., J. Med. Chem., 37, 4130-4146 (1994)
Klebe , G. Comparative Molecular Similarity indices: CoMSIA, in "3D QSAR in
Drug Design", H. Kubinyi et al. (eds.), Kluwer, Academic Publishers, Great
Britain, 1998, Vol. 3, pages 87-104
 
ComSIAs strategy is comparable to standard CoMFA. There are at least 2  main
differences: the interaction with a lattice surrounding the aligned  
molecules
does not have cutoffs, a gaussian curve is used instead of the  Lennard-Jones
potential; second, the lattice is used to elucidate similarity  between the
molecules, not just giving descriptors for each one molecule.
Please look at the references for more information.
 
Hope this helps
Wolfgang 
----------------------------------------------------

I found that many references describing the CoMSIA methods and applications
were available. CA or SCI search of CoMSIA will give many hits.
I heard that the latest version of Sybyl program from Tripos is 
implemented with CoMSIA. (Indeed, I don't know any other program that 
uses CoMSIA.)

Thank all repliers, especially Wolfgang.

Hope this help

Cheers,

Kim Hanjo

                                    ___
                                 __(___)__
                                   (o o)
           +-------------------oOOO-(_)------------------------+
           |               ****  Kim Hanjo  ****               |
           | Medicinal & Bioorganic Chemistry Laboratory       |
           | Dept. of Chemistry, Yonsei Univ., Seoul, Korea    |
           | email : lordmiss@alchemy.yonsei.ac.kr             |
           | pager : 015-8411-6834                             |
           +-----------------------------oOOO------------------+
                                  |__|__|    I can do everything
                                   || ||     in Him who gives me
                                  ooO Ooo    strength !!

From chemistry-request@server.ccl.net  Tue Aug  3 21:17:15 1999
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Date: Tue, 3 Aug 1999 21:07:26 +0000 (GMT)
From: Mike <kotelyan@raman.plmsc.psu.edu>
To: Mike Peleah <MikePeleah@mail.ru>
cc: chemistry@ccl.net
Subject: Re: CCL:natural internal coordinates
In-Reply-To: <16657.990803@mail.ru>
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Dear Mike,
excuse my ignorance, what do you call "natural internal coordinates"?
Are they - torsional angles, bond angles, and bond lengths
Michael

-------------------------------------------------------------------------------
Michael J. Kotelyanskii	                     Phone (814) 863 43 81
Polymer Science Program			     FAX   (814) 865 29 17
Department of Materials Science and
Engineering                                  kotelyan@plmsc.psu.edu
Pennsylvania State University                http://www.plmsc.psu.edu/~kotelyan
University Park, PA 16802, USA
--------------------------------------------------------------------------------

On Tue, 3 Aug 1999, Mike Peleah wrote:

> | Dear friends,
> :
> 
> I would like to write program, that convert cartesian coordinates into
> natural internal coordinates. But I have a couple of problems:
> 
> 1. How could I find point group of symmetry for a set of atoms? I find
> alghorthm how to finding it if you have all symmetry generators, but I
> don't know how to find this generators.
> 
> 2.  How should I select coefficients for natural internal coordinates?
> 
> Could  any body help me? Online sources are preferable (our library is
> very  poor).  Answers  (if any) will be summarized and program sources
> will be published.
> 
> Best regards,
>  Mike                          mailto:MikePeleah@mail.ru
> 
> 
> 
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