Name: Andrew Knyazev
Email: aknyazev@math.cudenver.edu
WWW: http://www-math.cudenver.edu/~aknyazev
Comments:
Remember, that comments are ABSOLUTELY anonymous and
do not forget to submit your e-mail if you want
a email reply.
Fri Feb 7 22:09:45 1997
Name: randy
Email:
WWW: http://www-math.cudenver.edu/~rchase
Comments:
andrew is not done with connections and assignments,
so ya'll look in my page to see what we're doin'.
randy
Tue Feb 18 21:15:11 1997
Name: Dennis Claes
Email: dcclaes@ouray.cudenver.edu
WWW: http://ouray.cudenver.edu/~dcclaes
Comments:
I'm giving my name for the
listing of homepages you
were gathering.
Mon Feb 24 12:10:43 1997
Name: anon Sukstrienwong
Email: asukstri@ouray.cudenver.edu
WWW: http://ouray.cudenver.edu/~asukstri
Comments:
Wed Apr 2 10:39:02 1997
Name: Dennis Claes
Email: npoesc@ccmail.stx.com
WWW:
Comments:
I looked on the web page (CS 5646) today (4/2)
to see if the midterm exam was there. It
wasn't. Did you postpone till Thursday?
Dennis Claes
Wed Apr 2 14:29:29 1997
Name: Andrew Knyazev
Email:
WWW:
Comments:
The midterm is in its place now
http://www-math.cudenver.edu/~aknyazev/teaching/97/6664/mt.html
Sorry for the delay.
Fri Apr 18 16:59:28 1997
Name: Andrew Knyazev
Email:
WWW:
Comments:
Q.:
In the book , it is referred to a paper to figure out the right
ordering of parameters that we need to get numerical stability in the
implementation.
So, are we supposed to get this paper as a part of project
and implement the program taking this ordering of parameters into account?
A.:
No, try to come up with your own version
if you can
Fri May 2 01:05:03 1997
Name: randy
Email: rchase@math
WWW:
Comments:
Ali
your homepage e-mail button doesn't work
for me. Also your "teta" in Chebychev is wrong
because .../x*y doesn't mean .../(x*y) in Matlab.
Randy
Mon May 5 12:40:23 1997
Name: Randy
Email: rchase@math
WWW: http:www-math.cudenver.edu/~rchase
Comments:
I can't find any predicted numerical instability
for Chebychev method. What am I doing wrong?
Tue May 6 15:16:27 1997
Name: Randy
Email: rchase@math
WWW: http//:www-math.cudenver.edu
Comments:
As usual I have to answer my own question. I did
find numerical instability for extremely high p,
but so as not to get such long run times I used
matrix A with condition number 10000 instead of
100 as we started with.