From reinert@VAX.MPIZ-KOELN.MPG.d400.de  Tue Mar 15 03:41:29 1994
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To: chemistry@ccl.net
Subject: RE: YETI


Contact for Yeti is:

Dr. Angelo Vedani
Biographics Laboratory
Swiss Institute for Alternatives to Animal Testing
Aeschstrasse 14
CH-4107 Ettingen, Switzerland
E-Mail: vedani@czheth5a.bitnet



Good Luck


			Peter Reinert


From DURRAN@chem.surrey.ac.uk  Tue Mar 15 06:41:34 1994
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From: Michael <DURRAN@chem.surrey.ac.uk>
Organization: Chemistry Department, Uni of Surrey
Date: Tue, 15 Mar 1994 10:23:42 GMT
Subject: IGLO program
Priority: normal
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Hi all,

Does anybody have any information about the IGLO program for 
calculating chemical shielding (i.e. cost, availability etc).


Mike. (durran@chem.surrey.ac.uk)

From simkin@chemres.tn.cornell.edu  Tue Mar 15 13:41:41 1994
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From: boris simkin <simkin@chemres.tn.cornell.edu>
Subject: AROMATICITY and ANTIAROMATICITY
To: CHEMISTRY@ccl.net
Date: Tue, 15 Mar 94 13:21:12 EST
Mailer: Elm [revision: 66.25]


JOHN WILEY and SONS announces...

                       AROMATICITY and ANTIAROMATICITY
                      Electronic and Structural Aspects

                  by V. Minkin, M. Glukhovtsev & B. Simkin

The concept of aromaticity is vital in theoretical chemistry.  Its versatility
and usefulness for the systematization and prediction of peculiarities of
structure and reactivity of organic compounds are well proven.  Recent years
have seen a virtual explosion in the development of various criteria of
aromaticity and in theoretical work aimed at gaining a deeper insight into the
origins of this phenomenon.
This work critically analyzes the different approaches to the quantitative
description of aromaticity, according to principal physical criteria, scope and
limitations.  Unlike earlier works on the subject, AROMATICITY and
ANTIAROMATICITY emphasizes the role modern THEORETICAL and COMPUTIONAL chemistry
has played in the development of the concept and 
its expansion into new branches of chemistry such as ORGANOMETALLIC
and CLUSTER structures, compounds withTHREE-DIMENSIONAL structures and SATURATED
compounds.
Written for specialists and graduate students in PHYSICAL, ORGANIC and
ORGANOMETALLIC chemistry, this work clarifies definitions, criteria,
 theoretical background and recent development and applications.  The book...

        Helps chemists integrate the results of calculations on molecules
        and ions into the general body of chemical knowledge

        Includes important experimental observations on aromatic structures and
        behavior

        Provides an extensive bibliography covering the literature up through

        1992 and end-of chapter references, presenting readers with all the

        sources necessary for further research.

TABLE OF CONTENTS

Chapter 1. INTRODUCTION
Chapter 2. CRITERIA OF AROMATICITY AND ANTIAROMATICITY
2.1. Demands on these criteria
2.2. Energetic criteria
2.3. Structural criteria
2.4. Magnetic criteria
2.5. Other criteria of aromaticity and antiaromaticity
2.6. Interrelation between various types of aromaticity indices
Chapter 3. DELOCALIZATION MODES AND ELECTRON-COUNT RULES
3.1. Aromaticity types stemming from the ribbon delocalization in a cyclic
     system with planar or distorted planar geometry of a ring
3.2. Aromaticity types due to surface delocalization
3.3. Volume delocalization
3.4. Electron-count rules, the Huckel rule
Chapter 4. ANNULENES, MONOCYCLIC CONJUGATED IONS AND ANNULENOANNULENES
 4.1. Annulenes
 4.2. Monocyclic aromatic and antiaromatic ions
Chapter 5. HETEROAROMATICITY
 5.1. General trends observed in the change of the aromatic character due to
        heterosubstitution
5.2. Heterocyclic analogs of annulenes and monocyclic conjugated ions
5.3. Nitrogen and phosphorus analogs of annulenes and monocyclic conjugated
       ions
 5.4. Aromaticity concept in chemistry of heavier group 14 elements (the
        analogs of carbon)
Chapter 6. HOMOAROMATICITY
6.1. General Outline
6.2. Qualitative Approach
6.3. Homoaromatic Cations
6.4. Does Homoaromaticity Take Place for Anions?
6.5. Can Neutral Molecules Manifest Homoaromaticity?
Chapter 7.  sigma-AROMATICITY
7.1. sigma-Delocalization and sigma-Conjugation
7.2. sigma-Aromaticity
Chapter 8. IN-PLANE AND RADIAL AROMATICITY
Chapter 9. THREE-DIMENSIONAL AROMATICITY
9.1. Resonance energies of polyhedral organometallics
9.2. Pyramidal organic molecules and ions
9.3. Sandwich and bipyramidal structures
9.4. Three-dimensional aromaticity and electron counting in clusters
Chapter 10. SPHERICAL AROMATICITY
Chapter 11. IS THE PHYSICAL NATURE OF ARTOMATICITY KNOWN?


April 1994                      366pp.                  $79.95

------------------------------ORDER FORM--------------------------------

To order, fill out the coupon and mail to
Wiley-Interscience, John Wiley Sons, Inc., Attn.: Erika Perzi, 10th Floor, 605
Third Avenue, New York, NY 10158

Please send me ___ copy(ies) of Aromaticity and Antiaromaticity by V.Minkin,
M. Glukhovtsev and B. Simkin,
(Order #: 1-59382-6)  Price: $79.95, plus local sales tax, postage and handling
If I decide not to keep the book, I"ll return it within the 15-day trial period
without further obligation.

[   ] Ship and Bill (valid in USA only)
SAVE: Enclose payment now and Wiley pays shipping and handling
[  ] Payment enclosed       [   ]Charge my____Mastercard___VISA____AMEX
                                   Card #_____________________Expiration Date_
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NAME:_______________________________AFFILIATION_________________
ADDRESS:___________________________CITY/STATE/ZIP:__________________

(Prices subject to change without notice and higher outside the USA)

To order by phone:
Call TOLL-FREE: 1-800-CALL-WILEY
In Canada, call 1-800-263-1590

From news@nntp-server.caltech.edu  Tue Mar 15 14:41:47 1994
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From: rpm@bach.wag.caltech.edu (Richard P. Muller)
Newsgroups: mlist.chemistry
Subject: SUMMARY: Symbolic Math in Quantum Chemistry
Date: 15 Mar 94 10:41:46
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SUMMARY: Symbolic Math in Quantum Chemistry

I recently posted a query about the use of symbolic math programs such
as Mathematica or Maple to teach Quantum Chemistry. Here is a summary
of the responses I got:

***FTP Sites***
Maple:

1.   Maple shared library:
     internet #      Internet address    Location    Directory
     129.97.140.58   daisy.uwaterloo.edu Waterloo    maple
     193.93.2.54     ftp.inria.fr        France      lang/maple
     192.16.184.250  canb.can.nl         Netherlands pub/maple-ftplib
     129.132.101.33  neptune.inf.ethz.ch Zurich      maple

2.   archive.umich.edu:/pub/physics/maple

Mathematica:
1.   yoda.physics.unc.edu
2.   mathsource.wri.com
3.   archive.umich.edu:/pub/physics/mathematica

***Books***
"Mathematica for the Sciences"  R. E. Crandall,
"Quantum Methods with Mathematica" J. M. Feagin


***Program***
Journal of Chemistry Education Software (haven't checked this one out
yet).


***Other Sources***
1. J. Cizek, F. Vinette, and J. Paldus, "Diagrammatic Approach to the
   Calculation of the Lower Bounds using Optimized Inner Projection.
   Application of the Cyclic Polyene Model", Proceedings of the
   Symposium on Many-Body Methods in Quantum Chemistry, Springer-Verlag,
   Berlin, Ed. by U. Kaldor, (1988).
  
2. J. Cizek, F. Vinette, and J. Paldus, "Explicit Algebraic Form of
   Coupled Cluster Equations for the PPP Model of Benzene with an
   Approximate Inclusion of Triexcited Clusters:, Int. J. of Quantum 
   Chem. 38, p.831 (1990).

3. F. Vinette and J. Cizek, "The Use of Symbolic Computation in 
   Solving Some Non-Relativistic Quantum Mechanical Problems,
   "Proceedings of the International Symposium on Symbolic and
   Algebraic Computation", Ed. by P. Gianni, G. Goos and 
   J. Hatmanis, Springer-Verlag, Rome, Italy, (1988).

4. T.C. Scott, J.F. Babb, A. Dalgarno and John D. Morgan III,
   "The Calculation of Exchange Forces: General Results and Specific Models", 
   J. Chem. Phys. 99, p. 2841, (1993).

5. T.C. Scott, A. Dalgarno and J.D. Morgan III, "On the Exchange 
   Energy of H2+   Calculated from Polarization Perturbation Theory and the 
   Holstein-Herring Method", Phys. Rev. Lett. 67, pp.1419-1422, (1991).

6. T.C. Scott, R.A. Moore, G.J. Fee, M.B. Monagan and E.R. Vrscay,
   "Perturbative Solutions of Quantum Mechanical problems by Symbolic 
    Computation", J. Comp. Phys., 87, pp.366-395, (1990). 

7. T.C. Scott, M.B. Monagan, G.J. Fee and R. Corless, "Some Applications of 
   Maple Symbolic Computation to Mathematical, Scientific and Engineering 
   Problems", Selection of the Proceedings of the 13th IMACS Congress, 
   Ed. by E.N. Houstis and J.R. Rice, Elsevier Science, (1992).

8. T.C. Scott, R.A. Moore, M.B. Monagan, and G.J. Fee,
   "Applications of Symbolic Computation to Relativistic Quantum Mechanics", 
   Les Editions du CNRS, Proceedings of the International Workshop on Software 
   Engineering, Artificial Intelligence and Expert Systems for High Energy and 
   Nuclear Physics (IN2P3), edited by D. Perret-Gallix and W. Wojcik, 
   (Conference held in Lyons), pp. 611-618, (1990). 

9. T.C. Scott, R.A. Moore, G.J. Fee, M.B. Monagan, G. Labahn, and K.O. Geddes,
   Perturbative Solutions of Quantum Mechanical Problems by Symbolic 
   Computation: A Review, Int. J. Mod. Phys. C, 1, pp. 53-76, (Invitation 
   from World Scientific Publ.), (1990).

--
     	  	    	      			  -Rick
---------------------------------------------------------------------
 Richard P. Muller                                rpm@wag.caltech.edu
 Beckman Institute 139-74                       (818) 395-2722 Office
 California Institute of Technology               (818) 568-9484 Home
 Pasadena, California  91125                       (818) 585-0918 FAX


From epw@ppco.com  Tue Mar 15 15:43:03 1994
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From: epw@ppco.com (Dr. Eric P. Wallis)
Subject: Crystal Coordinates for Xanthum Gum
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Dear Netters,
I am looking for reference or a data file for the crystal coordinates for 
Xanthum gum (Xanthomonas campestris)or an isolated strand in the helical 
conformation.  Any help would be appreciated.

Thanks in advance.
Eric Wallis
***************************************************************
* Dr. Eric P. Wallis                                          *
* Computational Chemistry                                     *
* Phillips Petroleum Company       Office  (918)-661-7956     *
* 331A PL PRC                      FAX:    (918) 662-1097     *
* Bartlesville, OK 74004           email:   epw@ppco.com      *
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From YQIN@aardvark.ucs.uoknor.edu  Tue Mar 15 16:41:38 1994
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From: <YQIN@aardvark.ucs.uoknor.edu>
Message-Id: <199403152044.PAA25017@www.ccl.net>
Date: Tue, 15 Mar 94 14:44 CST
Subject: Is any way to get hyperfine coupling constants by g92/DFT
To: chemistry@ccl.net
X-VMS-To: IN%"chemistry@ccl.net"


Dear Netters:


    Is any simple way to get hyperfine coupling constant from g92/DFT ?
I noticed that some semi-emperical program like CNDO and INDO is capable
to do such job ( see J. Am Chem Sco. 90, 4201, 1968 by J. A. Pople and 
co-workers), but I could not find such command in the g92 manu.  Any
suggestions or comments will be a great help.  Thank you very much in
advance.  Please replay to yqin@aardvark.ucs.uoknor.edu


                                              With my best regards

                                                yuli  qin
 

From ABULJAN%UCANORTE.BITNET@phem3.acs.ohio-state.edu  Tue Mar 15 20:41:41 1994
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Date: Tue Mar 15 20:04:21 1994
Subject: EH parameters for solids
To: chemistry@oscsunb.ccl.net
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Dear Netters!
            Presently, we are attempting to determine the
electronic structure (band structure, DOS, COOP, etc) of
solid state compounds syntetized and characterized in our
laboratory (MCuFeX2, M=Li,Na,K,Cs,Rb and X=S,Se,Te) using
extended Huckel tight-binding method (EHMACC package)
           However, we have several doubts about the way
of choosing orbital parameters (Hii, Slater exponents).
We has nearly reproduced the band structure of (Mn2P2)-2
determined by Dr. R. Hoffmann ("Solids and Surfaces,
R. Hoffmann, VCH Publishers, 1988, p.60), using the
orbital parameters of Mn given in the Alvarez's Tables:
    Hss = -7.5      exp s = 1.80
    Hpp = -3.8      exp p = 1.80
    Hdd = -8.7      exp d1 = 5.15    c1 = 0.514
                    exp d2 = 1.70    c2 = 0.693
        However, we attempted to improve our results using
the orbital parameters given by Kematics and Myers for the
Mn in a MnAl alloy (Inorg.Chem, (1992), p.3568-3572), but
the band structure obtained has no similarity with the
Hoffmann's band structure for the (Mn2P2)-2.
       Our question  are the following:
-What are the criteria for choosing the orbital parameters
for elements in a EH-tight-binding calculation?
       If someone have any insinuation or comments about
possible orbital parameters for our solid state compounds,
you are welcome to give us.
      A last thing. I'm intrigued because this list are
dominated by the molecular quantum chemist and almost no
posting about solid state quantum chemistry.
     In advence, I appreciate and thank for your comments
and helps.
            ANTONIO BULJAN H
            Dept. of Chemistry
            Universidad Catolica del Norte
            abuljan@ucanorte.bitnet
            abuljan@socompa.cecun.ucn.cl

