Dear Analog Insydes user,

please find below the latest information concerning Analog Insydes(tm)
for Mathematica(r).


1. Mathematica 4.2 Compatibility
================================

Wolfram Research Inc. recently announced the availability of
Mathematica 4.2. As a member of the Mathematica 4.2 beta test
program, we discovered no compatibility problems with Analog Insydes
Version 2. To our knowledge you can run Analog Insydes Version 2
using Mathematica 4.2 without any restrictions.


2. Course on Analog Circuit Design
==================================

In cooperation with CANdiensten (http://www.candiensten.nl) we proudly
announce the training course

Analog Circuit Design - Symbolic Modeling and Analysis Methods with
Analog Insydes

which takes place in Amsterdam, the Netherlands, on September 19-20.

More information about this course can be found at

www.candiensten.nl/english/cursussen/cursussendetail.asp

Registration can be done via the web site

www.candiensten.nl/english/cursussen/inschrijving.asp


3. Notebook Files and Version Control Systems
=============================================

Although Mathematica notebook files are written in ASCII format, they
are not well suited for direct usage with a version control system
(like CVS) due to cache data added to the file when stored. We
developed Perl scripts for preparing notebook files for usage within a
version control system. These scripts are available for download from
our homepage at

www.analog-insydes.de/utilities.html

Note that the scripts are for free and licensed with the GNU General
Public License.


4. Publications
===============

Recently we updated the list of publications related to the field of
symbolic circuit design, which can be found at

www.analog-insydes.de/publications.html

In case you are interested in one of the cited publications, please
contact us.


With best regards,

the Analog Insydes Developer Team

analog.insydes(at)itwm.fhg(dot)de
www.analog-insydes.de


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contained in this document is provided as is, without warranties of
any kind. Fraunhofer ITWM does not guarantee accuracy of the
information and does not assume responsibility for any damages
resulting from the use of or inability to use this document.

COPYRIGHT (c) 2002 by Fraunhofer-Institut fuer Techno- und
Wirtschaftsmathematik, Gottlieb-Daimler-Strasse, 67663 Kaiserslautern,
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