Title: Solve systems of non linear equations
Description: Solve a system of non linear equations using a Broyden or a Newton method
with a choice of global strategies such as linesearch and trust region.
There are options for using a numerical or an analytical jacobian and
fixed or automatic scaling of parameters.
Packaged: Sat Feb  7 10:39:36 2009; berendhasselman

Packaged: Mon Feb 16 16:12:11 2009; berendhasselman

Description: Solve a system of non linear equations using a Broyden or
a Newton method with a choice of global strategies such as
linesearch and trust region. There are options for using a
numerical or an analytical jacobian and fixed or automatic
Packaged: Sat Mar 21 20:42:47 2009; berendhasselman

Packaged: 2009-04-21 19:06:32 UTC; berendhasselman

Packaged: 2009-09-05 18:29:27 UTC; berendhasselman

Packaged: 2010-04-04 07:57:00 UTC; berendhasselman

Packaged: 2010-03-12 14:41:58 UTC; berendhasselman

Packaged: 2010-08-17 18:18:49 UTC; berendhasselman

Packaged: 2011-02-27 15:21:46 UTC; berendhasselman

Packaged: 2011-03-01 20:04:44 UTC; berendhasselman

Packaged: 2011-03-03 16:27:47 UTC; berendhasselman

Packaged: 2011-05-04 14:16:36 UTC; berendhasselman

Packaged: 2011-05-14 18:38:19 UTC; berendhasselman

Packaged: 2011-07-28 16:39:19 UTC; berendhasselman

Packaged: 2010-09-26 10:32:46 UTC; berendhasselman

Packaged: 2011-09-16 19:35:25 UTC; berendhasselman

Packaged: 2011-12-05 14:47:26 UTC; berendhasselman

Packaged: 2011-12-11 18:32:38 UTC; berendhasselman

linesearch and trust region.  There are options for using a
Packaged: 2012-02-19 16:22:09 UTC; berendhasselman

Packaged: 2012-09-26 19:41:52 UTC; berendhasselman

a Newton method with a choice of global strategies such as line
search and trust region.  There are options for using a
numerical or an analytical Jacobian and fixed or automatic
Packaged: 2013-02-04 19:22:39 UTC; berendhasselman

with a choice of global strategies such as line search and trust region.
There are options for using a numerical or user supplied Jacobian and
for specifying that a numerical Jacobian is banded.
Packaged: 2014-02-05 19:15:56 UTC; berendhasselman