local minimzers



 Dear all,
 recently, I asked help concerning available code for local
 unconstrained optimization. The essentials of the replies
 I received are the following (including some remarks I added):
 ----------------------------------------------------------
 From: mike - at - mycenae.cchem.berkeley.edu
 If you can find a copy of "Numerical Recipes" by Press et al, they
 have a few unconstrained minimizers which use first derivative
 information.  The book is available in Fortran, C, Pascal, and perhaps
 other languages.  I don't think the codes in the book are available by
 ftp (due to copyrights), but they are short, and could be typed into
 a computer in under an hour.  The authors grant the reader rights to
 use the codes, so copyrights aren't a problem if you type it in yourself.
 Mike Greenfield
 F.Eisenmenger: I can strongly support this as a very good start to
 		understand minimization
 ----------------------------------------------------------
 From: vkitzing - at - sunny.mpimf-Heidelberg.mpg.de (Eberhard von Kitzing)
 %A Press, William H.
 %A Teukolsky, Saul A.
 %A Vetterling, William T.
 %A Flannery, Brian P.
 %D 1992
 %T Numerical Recipes in C
 %I Cambridge University Press
 %7 2nd edition
 %K numerical algorithms
 ----------------------------------------------------------
 From: kit1 - at - molecular-recognition.chemistry.cambridge.ac.uk
 The main site I have used is netlib (or one of its mirrors). Netlib is at
 netlib.att.com   which I find slow (as its in the USA) so I use
 unix.hensa.ac.uk  in directory netlib. Several sub-dirs are useful, such
 as ./toms ./numeralgo ./opt
 If you want more info on other sites then get /pub/inet.services.txt
 from ftp.csd.uwm.edu.
 Hope this helps
 Keith Trollope.
 F.E.:
 	ftp netlib.att.com (IP address 192.20.225.252)
 	name: anonymous
 	password: <your email address>
 	cd netlib
 	binary
 	get minpack.tar
 ----------------------------------------------------------
 From cyrus - at - lassp.cornell.edu
 For non-linear least-squares optimization, Peter Nightingale and I have
 written a program that is an order of magnitude faster than MINPACK
 for difficult cases.  Furtheremore, it is much less likely to stop
 prematurely than MINPACK.  We are still improving upon it, but we will
 eventually be happy to let others use it.
 Cyrus Umrigar
 ----------------------------------------------------------
 Thank you all for your help.
 Frank Eisenmenger
 Although I did not try this myself, I would like to suggest also:
 anonymous ftp to infomeister - at - ccl.net
 cd pub/chemistry/software/uncmin
 mget *
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