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From: "Giju Thomas Kalathingal" <gkalathi!at!vub.ac.be>
To: <chemistry!at!ccl.net>
Cc: <p.kalathi!at!gmx.net>
Subject: Summary: Calculations without  Born-Oppenheimer approximation    "2nd Call"
Date: Mon, 5 Jan 2004 14:14:02 +0100
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Hello everybody,

Following is a listed summary for my question to CCL.
Thanks for all the responses that helped me to
get updated on recent developments. However,
a program package that explicitly
realise my querry is not yet available.
Hope the summary helps CCLers.

Wish you all a very successful 2004.

Sincerely,
Giju Kalathingal

-----Original Message-----
On Tue, 16 Dec 2003 15:11:47 +0100 (MET) Giju Kalathingal wrote:

> Last week I had send the following message without
> any success. So I am posting it again.
>
> Dear CCL-all,
>
> Could you please give me some info on programs
> that let me to do quantum chemical calculations
> (geometry optimzations and vibrational frequencies)
> without Born-Oppenheimer approximation?
>
> Thanks in advance.
>
> Giju Kalathingal
>
----------------------------------------------------------------------------
----
Perhaps the reason you did not get any response was because your question
specifically dealt with programs for geometry optimzations and vibrational
frequencies. These concepts (molecular geometry and molecular vibrations)
are normally understood within the Born-Oppenheimer approximation. I do not
know of any readily available programs that deal with these outside of BO.
However quantities such as bond lengths and vibrational frequencies are
derivable from experiment and thus these concepts ARE defined beyond the
Born-Oppenheimer approximation: equilibrium bond lengths, for instance,
would be defined as the peaks in the two-particle radial distribution
functions for the two bonded nuclei. See the special issue of Israel
Journal of Chemistry, vol.19 (1980) for many papers (and much debate), e.g.
those of R.G.Woolley, pp.30-46 and of Carl Trindle, pp.47-53. L. Lathouwers
and P. Van Leuven (CPL 52, 439, 1977; PRA 18, 2150, 1978; IJQC S12, 371,
1978) demonstrated that the generator coordinate method could be employed
to avoid the BO separation and develop a non-adiabatic formulation of
molecular quantum theory.

In a series of pioneering papers on hydrides (CPL 3, 705, 1969; PS 185, 90,
1969; PRA 2, 728, 1200, 1675, 1970; PRA 3, 565, 1022, 1971; PRA 4, 457,
1971; PRA 5, 1104, 1972), I.L.Thomas put electrons into electronic orbitals
and protons into protonic orbitals (thereby avoiding the BO approximation),
antisymmetrized the two kinds of orbitals separately, performed SCF
computations and obtained molecular structures and spectra that
corresponded to experiment. For instance, the microwave transition
frequency of ammonia (conventionally explained by "umbrella flipping"
between two structures) is now obtained as the transition frequency between
protonic orbitals. Subsequently Thomas went on to become vice-president of
Occidental Petroleum and did not continue his protonic structure studies. I
wrote some programs to do similar computations as part of my candidacy work
at Stony Brook in the early 80s, but those are now lost on some magnetic
tape somewhere.

There are now several computations and programs that go beyond the BO
approximation by calculating the nonadiabatic coupling terms or performing
a diabatic transformation in multi-reference CI or CASSCF spaces (see e.g.
D.R.Yarkony in "Modern Electronic Structure Theory" Part I, World
Scientific, Singapore, 1995, pp.642-721; W.Domcke, et al. CPL 216,362,
1993; 226, 257, 1994; Neuheuser, Sukumar and Peyerimhoff, Chem.Phys., 194,
45-64, 1995; Mol.Phys. 95, 61-70, 1998) but none of these can be considered
as truly "without Born-Oppenheimer approximation"

(PRA=Phys.Rev A; CPL=Chem.Phys.Lett.; IJQC=Int.J.Quantum Chem)

N. Sukumar
RPI Department of Chemistry

----------------------------------------------------------------------------
----
I'm not really sure there IS an answer to your question.  For one thing, I'm
not even sure how "geometry optimization" would be defined without invoking
the Born-Oppenheimer approximation.  For another, I'm unaware of a
computational chemistry program that doesn't use this approximation.

--David Shobe, Ph.D., M.L.S.
S|d-Chemie, Inc.
phone (502) 634-7409
fax (502) 634-7724
----------------------------------------------------------------------------
----
Off hand I don't know of any, but I would be most interested in
hearing of such codes.  Could you summarize the replies please?
All the best
Laurence Cuffe
----------------------------------------------------------------------------
----
Hello,

I guess you are not going to be very succesful on getting answers
because going past B-O for more than 3 body problems is not a solved
problem yet.

Good Luck
esguerra!at!rci.rutgers.edu
----------------------------------------------------------------------------
----
Along the lines of Dr Sukumar's response, one can do
optimizations/frequencies via energy points utilizing BO-based energies
corrected via the Born-Oppenheimer Diagonal Correction (BODC/DBOC), which
will at least be one step closer to "non-Born-Oppenheimer"
geometries/frequencies.

Psi 3.2 (www.psicode.org) could be made to do this (using a DBOC based on
SCF or CISD wavefunctions), though currently such an approach could not be
carried out automatically.

Steven Wheeler
----------------------------------------------------------------------------
----
That brings up an interesting question (interesting for me anyway). What Dr.
Sukumar defined below is AFAIK neither r-sub-e as it's usually defined
within the Born-Oppenheimer approximation (i.e. the internuclear distance
with minimum electronic energy), nor r-sub-zero which is the *mean* of the
the two-particle radial distribution function. The definition below is the
*mode* of the distribution.

Dr. N. SUKUMAR wrote:
"equilibrium bond lengths, for instance,would be defined as the peaks in the
two-particle radial distribution functions for the two bonded nuclei"

There are experimentally determined r-sub-e's, for example in the NIST
Webbook databases. Is this the definition of r-sub-e used by
experimentalists? It wouldn't necessarily be equal to r-sub-e as defined by
computational chemists using the Born-Oppenheimer approximation, but one
could argue that this is the result of using an approximation, and not that
there are two different parameters called r-sub-e.

--David Shobe
----------------------------------------------------------------------------
----
The mean of the two-particle radial distribution function is not a
meaningful quantity. Note that when you solve for the eigenfunctions of the
Hamilronian WITHOUT making the Born-Oppenheimer separation, you do NOT get
solutions corresponding to a particular molecular structure or isomer; you
get a wave function which corresponds to ALL isomers of that stoichiometry.
Thus the two-particle distribution function for C6H6 will have peaks
corresponding to benzene, cyclobutadiene, prismane, bicyclo-propenyl, etc.
The mean of these structures makes no sense chemically.

In making the correspondance between the peaks (mode) of the two-particle
radial distribution functions and equilibrium bond lengths, one makes the
assumption that the low-energy regions of the potential energy
hypersurfaces will be more populated in a canonical ensemble and thus will
correspond to maxima in the distribution function. This follows equally
> from Boltzman or Fermi-Dirac/Bose Einstein statistics for the nuclei. These
would then correspond to low-temperature experimental structures. For
high-temperature structures or highly fluxional molecules, of course, this
simple correspondance with experiment will not hold.

N. Sukumar
RPI Department of Chemistry
----------------------------------------------------------------------------
----
Am I incorrect that floating spherical gaussian codes [though having far
less than optimal basis sets] can do this?

John McKelvey
----------------------------------------------------------------------------
----
FSGOs are basis functions; but for expanding WHAT? If you're expanding the
ELECTRONIC wavefunction, you're firmly within BO. If you're expanding the
TOTAL wavefunction, you have just the kind of situation I described.

N. Sukumar
RPI Department of Chemistry
http://www.drugmining.com/
----------------------------------------------------------------------------
----



From chemistry-request@ccl.net Mon Jan  5 03:50:10 2004
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From: VITORGE Pierre 094605 <vitorge!at!azurite.cea.fr>
To: "'Jaroslaw Panek'" <jarek!at!elrond.chem.uni.wroc.pl>, chemistry!at!ccl.net
Subject: RE: when to take a logarithm of biological activity in QSAR studi
	es?
Date: Mon, 5 Jan 2004 09:49:34 +0100 
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log(copncentration) is used because it is related to (macroscopic)
thermodynamic chemical potential, mu:
mu = mu0 + RT ln(activity)
(this equation is the definition of chemical activity)
and a good approximation of this activity is concentration (typically for
dilute solutions). Chemical potential, mu, is Gibbs energy, G, for 1 mole
(it is its definition). From delta_G of reaction and usual thermodynamics,
mass action law is demonstrated, for reaction
A + B -> C
it is K = [C] / ([A] [B])
where 
[X] is the concentration of chemical species X,
delta_G = -RT lnK = mu0(C) - mu0(A) - mu0(B)

in reaction
A + B -> C

A, B and C can actually be any entity for which a chemical potential can be
defined. It is typically used for "sorption sites", it can very well be used
for binding sites of macromolecules

Pierre Vitorge
CEA DEN Saclay DPC/SECR/LSRM & UMR 8587 (CEA-Universite d'Evry-CNRS)
Bat.391 Pe.40a
91191 Gif sur Yvette cedex
France
tel.(+33) 169-08-32-65, secr.: (+33)169-08-32-50, fax:(+33)169-08-32-42
http://perso.club-internet.fr/vitorgen/pierre


-----Message d'origine-----
De : Jaroslaw Panek [mailto:jarek!at!elrond.chem.uni.wroc.pl]
Envoyi : mardi 30 dicembre 2003 13:02
@ : chemistry!at!ccl.net
Objet : CCL:when to take a logarithm of biological activity in QSAR
studies?


Dear CCLers,

there is an established tradition of taking a LOGARITHM of concentrations
(e.g. -log (IC50), -log(ED50) ) as biological activity parameter in QSAR
studies. As I understand, this comes either from the need to bring widely
different numerical data (like 0.0001 and 0.1) into more balanced scale,
or from generally logarithmic nature of biological response to external
stimuli. Now, my question is: do you think that when applying other,
non-concetration-based types of biological activity, one should also take
their logarithm for QSAR studies? I am thinking specifically about
percentages, as in "inhibition percentage", which are commonly encountered
as results of biological assays.

Happy New Year to everybody!

Jaroslaw Panek
Faculty of Chemistry, University of Wroclaw
ul. F. Joliot-Curie 14, 50-383 Wroclaw, Poland



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From sarah.kebbell2~at~mail.dcu.ie Mon Jan 5 09:56:13 2004
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Date: Mon, 5 Jan 2004 14:27:05 +0000
Message-ID: <3FCAE98A0002C4BE~at~hawk.dcu.ie>
From: sarah.kebbell2~at~mail.dcu.ie
Subject: Adventages to use G03 under Unix compared to Windows?
To: chemistry~at~ccl.net


1.What are the advanatages of using Gaussian '03 in a Unix based environment
as opposed to using it through Windows?

2.Is it possible to submit a calculation in Gaussian '03 to two processors
if using a twin cpu with just a single Gaussian license?

Thanking you in advance,
Sarah Kebbell

Sarah Kebbell B.Sc.(Hons) AMRSC,
Dermot Brougham Research Group,
School of Chemical Sciences,
Dublin City University,
Dublin 9

Tel: +353 1 700 5731



From chemistry-request@ccl.net Mon Jan  5 10:20:25 2004
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From: "Jens Spanget-Larsen" <spanget.-at-.virgil.ruc.dk>
Organization: Roskilde Universitetscenter
To: "Giju Thomas Kalathingal" <gkalathi.-at-.vub.ac.be>, <p.kalathi.-at-.gmx.net>
Date: Mon, 5 Jan 2004 16:19:21 +0100
Subject: CCL:Summary: Calculations without  Born-Oppenheimer approximation  "2nd Call"
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Dear Giju Thomas Kalathingal!

Somewhat late, but nevertheless: 

Michael C. Bvhm and coworkers have for a number of years 
applied a Feynman path integral Monte Carlo formalism in ab 
initio calculations of molecular structure and optical 
transitions. This approach goes beyond the BO approximation; 
the nuclear positions are evaluated as ensemble averages over 
large sets of nuclear configurations.

See their recent paper and references given therein:

 Lopez-Ciudad T, Ramirez R, Schulte J, Bvhm MC, J. Chem. Phys. 
119(8), 4328-4338, 2003.

Yours, Jens >--<



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JENS SPANGET-LARSEN         Office:         +45 4674 2710
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P.O.Box 260                 E-Mail:        spanget.-at-.ruc.dk
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From chemistry-request@ccl.net Mon Jan  5 13:17:29 2004
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Subject: CCL: when to take a logarithm of biological activity in QSAR studies?
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It certainly makes sense to express the effective concentration as a 
logarithm, for the reasons given by several respondents to this query.  
It must be appreciated, however, that there is an ASSUMPTION here that 
binding affinity is the activity-limiting feature of a given ligand and 
especially across a series of ligands, if one is extracting a 
structure-activity relationship.  This assumption is frequently 
violated if one is using whole-organism data as the endpoint for 
activity. The distribution characteristics of the logarithm are also 
statistics-friendly when extracting the model (I assume one is using 
some sort of regression here).

Use of %-inhibition (at  a given concentration) is a common practice 
noted by J Panek, particularly for whole-organism response.  Just as 
use of the log is good in the above case, there are other 
transformations of this data which give (statistically) better 
distribution, and these should be investigated when developing an SAR 
equation.  The use of the sqrt(arcsin(X)) comes to mind.

Historically, I think use of the logarithm sort of (uncritically) grew 
out of its use in "Hansch-like" QSAR studies, which share theoretical 
underpinnings with the classic Hammett relationship (and other 
free-energy relationships).  In medicinal chemistry, the use of -logX 
arose out of a desire that "bigger numbers are better."

sb



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Subject: special issue of the Structural Chemistry
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Dear Colleagues: 

I would like to bring to your attention a special (October 2003, Vol. 14,
Issue 5) issue of the Structural Chemistry. This issue presents selected
papers from the Second Southern School on Computational Chemistry. Please
visit the Structural Chemistry homepage
(http://www.kluweronline.com/issn/1040-0400/contents) to see the contents
and view abstracts of the papers published in this Computational Chemistry
issue.

Sincerely,

Jerzy Leszczynski


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<DIV><FONT face=3DArial size=3D2><SPAN class=3D245474318-05012004><FONT =
face=3DArial=20
size=3D2>Dear Colleagues:</FONT>
<P><FONT face=3DArial size=3D2>I would like to bring to your attention a =
special=20
(October 2003<SPAN class=3D245474318-05012004>, Vol. 14, Issue 5</SPAN>) =
issue of=20
the Structural Chemistry. This issue presents selected papers from=20
the&nbsp;<SPAN class=3D245474318-05012004>Second</SPAN> Southern School =
on=20
Computational Chemistry. Please visit the Structural Chemistry homepage =
(<A=20
title=3Dhttp://www.kluweronline.com/issn/1040-0400/contents=20
href=3D"http://www.kluweronline.com/issn/1040-0400/contents">http://www.k=
luweronline.com/issn/1040-0400/contents</A>)=20
to see the contents and view abstracts of the papers published in this=20
Computational Chemistry issue.</FONT></P>
<P><FONT face=3DArial size=3D2>Sincerely,</FONT></P>
<P><FONT face=3DArial size=3D2>Jerzy=20
Leszczynski</FONT></P></SPAN></FONT></DIV></BODY></HTML>

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It should be noted that PDB coords have some empty space within the unit
cell, which is assumed to be mostly water.  A water content of 30-40%
isn't unusual; the water mobility means no electron density is observed
for most of it.  An implication is that your simulation model is that of
a protein in a vacuum, with only a few tightly bound waters.  I don't
believe this model is equivalent to a protein in solution, and it may
not be appropriate to represent it as such.

Also, although the sum of kinetic and potential energy is probably
constant, it's only loosely an NVE simulation, as the volume is
effectively infinite with no boundary conditions.

For a solvated protein simulation, I'd monitor the potential energy, the
radius of gyration, and the bacbone RMSD relative to the starting
structure.  When all 3 of these become flat, one could argue that
the system is equilibrated; this could require 100s of picoseconds.

On Sun, 4 Jan 2004, Wei Shi wrote:
> Thanks for your help. Actually, my simulation is started from the PDB,
> which includes crystalized water, ion, protein, and ADP. I add missing
> residuals, and hydogen atoms. I assign potential type and partial
> charge for one of the residuals which does not exist in the rtf file
> in the CHARMm. Then, I do some steps of minization. In my system, I
> have not added solvent water and not applied the PBC. The total number
> of atoms is around 7000.
>
> I heat my system in 5 ps from 240 K to 300 K, then perform
> equilibration for 5 ps. After that, I perform 150 ps of NVE MD
> simulation production run. The time step is 0.001 ps. The potential
> energy is still drifting down in the production run. For example, I
> calculate the average potential in a time slot of 30 ps and the
> average is -17506 kcal/mol, the value for the next 30 ps is -17527
> kcal/mol. This energy drift, I suppose, is not significant. The
> average difference is 0.1% in 30 ps.
>
> By the way, I have tried NVT MD simulation. The potential energy is
> still drifting down even after 700 ps.
>
> Generally, how long does it take to get equilibration from your
> experience if you start the simulation from the X ray structure? I
> have read many papers to hope to see the potential energy versus time
> without sucess. Can you give me some reference papers?



=+=+=+=+=+=+=+=+=+=+=+=+=+=+=+=+=+=+=
Rick Venable           29/500
FDA/CBER/OVRR Biophysics Lab
1401 Rockville Pike    HFM-419
Rockville, MD  20852-1448  U.S.A.
(301) 496-1905   Rick_Venable.-at-.nih.gov
ALT email:  rvenable.-at-.speakeasy.org
-------------------------------------
"Don't blame me, I voted for Kang."
                         Homer
=+=+=+=+=+=+=+=+=+=+=+=+=+=+=+=+=+=+=


From chemistry-request@ccl.net Mon Jan  5 15:21:48 2004
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From: "Mathias, Paul" <Paul.Mathias.-at-.aspentech.com>
To: "'Stephen Bowlus'" <chezbowlus.-at-.goldrush.com>, CHEMISTRY.-at-.ccl.net
Subject: RE: when to take a logarithm of biological activity in QSAR studi
	es?
Date: Mon, 5 Jan 2004 15:20:39 -0500 
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There are other reasons why the logarithm is often used in QSAR models:

1.  Typically, the quantity being modeled can only be positive.  Using the
logarithm ensures this.

2.  Many QSAR correlations are derived from theory.  For example,
correlations for activity coefficients are based upon the excess Gibbs Free
Energy; the logarithm of the activity coefficient of a particular component
in a mixture is related to its partial molar derivative of the mixture
excess Gibbs Free Energy.  Models for the excess Gibbs Free Energy (e.g.,
Hildebrand's Regular-Solution Theory and UNIQUAC) invariably result in a
mathematical expression for the logarithm of the activity coefficient as a
function of composition, temperature and physical quantities representing
the intermolecular interaction.


It's best to have a model for the target property of interest.  If the model
is good, an accurate QSAR model will be obtained with only a few adjustable
parameters.  And, for quantities like activities, the resulting QSAR
relationship will usually be in the form of a logarithm.

I have a related quote in my files from somebody named D. L. Bunker (I don't
know who he is):  "Physical Chemistry is research on everything for which
the negative logarithm is linear with 1/T."

Paul Mathias

-----Original Message-----
From: Stephen Bowlus [mailto:chezbowlus.-at-.goldrush.com]
Sent: Monday, January 05, 2004 1:16 PM
To: CHEMISTRY.-at-.ccl.net
Subject: CCL:when to take a logarithm of biological activity in QSAR
studies?


It certainly makes sense to express the effective concentration as a 
logarithm, for the reasons given by several respondents to this query.  
It must be appreciated, however, that there is an ASSUMPTION here that 
binding affinity is the activity-limiting feature of a given ligand and 
especially across a series of ligands, if one is extracting a 
structure-activity relationship.  This assumption is frequently 
violated if one is using whole-organism data as the endpoint for 
activity. The distribution characteristics of the logarithm are also 
statistics-friendly when extracting the model (I assume one is using 
some sort of regression here).

Use of %-inhibition (at  a given concentration) is a common practice 
noted by J Panek, particularly for whole-organism response.  Just as 
use of the log is good in the above case, there are other 
transformations of this data which give (statistically) better 
distribution, and these should be investigated when developing an SAR 
equation.  The use of the sqrt(arcsin(X)) comes to mind.

Historically, I think use of the logarithm sort of (uncritically) grew 
out of its use in "Hansch-like" QSAR studies, which share theoretical 
underpinnings with the classic Hammett relationship (and other 
free-energy relationships).  In medicinal chemistry, the use of -logX 
arose out of a desire that "bigger numbers are better."

sb



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From chemistry-request@ccl.net Mon Jan  5 16:24:17 2004
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Subject: Fw: QSAR - Hansch Award of the QSAR and Modelling Society
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Please see appended, brief description of the Hansch Award of the QSAR and =

Modelling Society.  If you have suggestions for qualified candidates for=20
the 2004 Hansch Award (young scientists in the field, who are not quite=20
40), please provide the name and a brief description of the candidate's=20
qualifications (CV preferred) to Hugo Kubinyi at (kubinyi.-at-.t-online.de).

Osman F. G=FCner, Ph.D.
Executive Director
Cheminformatics and Rational Drug Design
Accelrys Inc.,  858-799-5341
osman.-at-.accelrys.com, http://www.accelrys.com
----- Forwarded by Osman F Guner/San Diego/Accelrys on 01/05/2004 01:13 PM =

-----

kubinyi.-at-.t-online.de (Hugo Kubinyi)=20
Sent by: qsar=5Fsociety-admin.-at-.accelrys.com
01/03/2004 07:07 AM
Please respond to
qsar=5Fsociety.-at-.accelrys.com


To
<qsar=5Fsociety.-at-.accelrys.com>
cc

Subject
QSAR - Hansch Award of the QSAR and Modelling Society







=3D=3D> do not reply, send answers to kubinyi.-at-.t-online.de=20

Dear Members,=20

in 1999, our Society created the Hansch Award , to be given to "young=20
scientists (up to an age of 40), being active in the field of=20
(quantitative) structure-activity modelling".=20

The Hansch Award winners, so far, are=20

Hua Gao, 2000=20
Gabriele Cruciani, 2001=20
Tudor Oprea, 2002=20
David Clark, 2003.=20

Beginning in 2004, a Nomination Committee will select appropriate=20
candidates; afterwards, a Selection Committee will pick the winner, out of =

this group. This procedure should avoid any positive or negative bias.=20

Now we are looking for names for 2004. Everybody is invited to come up=20
with proposals (send names to kubinyi.-at-.t-online.de , not to the list).=20
Don't be shy, tell us your favorite candidate or ask a friend to propose=20
your name, and include a short CV and a list of key publications of this=20
person.=20

Best regards and a Happy New Year,=20

Hugo (Chair of the Nomination Committee)=20


Prof. Dr. Hugo Kubinyi, Donnersbergstrasse 9=20
D-67256 Weisenheim am Sand, Germany=20
FAX +49-6353-508233, E-mail kubinyi.-at-.t-online.de=20
HomePage http://home.t-online.de/home/kubinyi=20
--=_alternative 007533A488256E12_=
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Content-Transfer-Encoding: quoted-printable


<br><font size=3D2 face=3D"sans-serif">Please see appended, brief descripti=
on
of the Hansch Award of the QSAR and Modelling Society. &nbsp;If you have
suggestions for qualified candidates for the 2004 Hansch Award (young scien=
tists
in the field, who are not quite 40), please provide the name and a brief
description of the candidate's qualifications (CV preferred) to Hugo Kubinyi
at </font><font size=3D2 face=3D"Courier New"><u>(kubinyi.-at-.t-online.de</u></=
font><font size=3D2 face=3D"sans-serif">).</font>
<br>
<br><font size=3D2 face=3D"sans-serif">Osman F. G=FCner, Ph.D.<br>
Executive Director<br>
Cheminformatics and Rational Drug Design<br>
Accelrys Inc., &nbsp;858-799-5341<br>
osman.-at-.accelrys.com, http://www.accelrys.com</font>
<br><font size=3D1 color=3D#800080 face=3D"sans-serif">----- Forwarded by O=
sman
F Guner/San Diego/Accelrys on 01/05/2004 01:13 PM -----</font>
<br>
<table width=3D100%>
<tr valign=3Dtop>
<td width=3D40%><font size=3D1 face=3D"sans-serif"><b>kubinyi.-at-.t-online.de (=
Hugo
Kubinyi)</b> </font>
<br><font size=3D1 face=3D"sans-serif">Sent by: qsar=5Fsociety-admin@accelr=
ys.com</font>
<p><font size=3D1 face=3D"sans-serif">01/03/2004 07:07 AM</font>
<table border>
<tr valign=3Dtop>
<td bgcolor=3Dwhite>
<div align=3Dcenter><font size=3D1 face=3D"sans-serif">Please respond to<br>
qsar=5Fsociety[at]accelrys.com</font></div></table>
<br>
<td width=3D59%>
<table width=3D100%>
<tr>
<td>
<div align=3Dright><font size=3D1 face=3D"sans-serif">To</font></div>
<td valign=3Dtop><font size=3D1 face=3D"sans-serif">&lt;qsar=5Fsociety@acce=
lrys.com&gt;</font>
<tr>
<td>
<div align=3Dright><font size=3D1 face=3D"sans-serif">cc</font></div>
<td valign=3Dtop>
<tr>
<td>
<div align=3Dright><font size=3D1 face=3D"sans-serif">Subject</font></div>
<td valign=3Dtop><font size=3D1 face=3D"sans-serif">QSAR - Hansch Award of =
the
QSAR and Modelling Society</font></table>
<br>
<table>
<tr valign=3Dtop>
<td>
<td></table>
<br></table>
<br>
<br>
<br>
<br><font size=3D2 face=3D"Courier New">=3D=3D&gt; do not reply, send answe=
rs to
<u>kubinyi[at]t-online.de </u></font><font size=3D3><br>
</font><font size=3D2 face=3D"Courier New"><br>
Dear Members, </font><font size=3D3><br>
</font><font size=3D2 face=3D"Courier New"><br>
in 1999, our Society created the <u>Hansch Award </u>, to be given to &quot=
;young
scientists (up to an age of 40), being active in the field of (quantitative)
structure-activity modelling&quot;. </font><font size=3D3><br>
</font><font size=3D2 face=3D"Courier New"><br>
The Hansch Award winners, so far, are </font><font size=3D3><br>
</font><font size=3D2 face=3D"Courier New"><br>
Hua Gao, 2000 <br>
Gabriele Cruciani, 2001 <br>
Tudor Oprea, 2002 <br>
David Clark, 2003. </font><font size=3D3><br>
</font><font size=3D2 face=3D"Courier New"><br>
Beginning in 2004, a Nomination Committee will select appropriate candidate=
s;
afterwards, a Selection Committee will pick the winner, out of this group.
This procedure should avoid any positive or negative bias. </font><font siz=
e=3D3><br>
</font><font size=3D2 face=3D"Courier New"><br>
Now we are looking for names for 2004. Everybody is invited to come up
with proposals (send names to <u>kubinyi[at]t-online.de </u>, not to the list).
Don't be shy, tell us your favorite candidate or ask a friend to propose
your name, and include a short CV and a list of key publications of this
person. </font><font size=3D3><br>
</font><font size=3D2 face=3D"Courier New"><br>
Best regards and a Happy New Year, </font><font size=3D3><br>
</font><font size=3D2 face=3D"Courier New"><br>
Hugo (Chair of the Nomination Committee) </font><font size=3D3><br>
<br>
</font><font size=3D2 face=3D"Courier New"><br>
Prof. Dr. Hugo Kubinyi, Donnersbergstrasse 9 <br>
D-67256 Weisenheim am Sand, Germany <br>
FAX +49-6353-508233, E-mail kubinyi[at]t-online.de <br>
HomePage http://home.t-online.de/home/kubinyi </font>
--=_alternative 007533A488256E12_=--


