Q:Elliptic PDE

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Alergoman

Posted: Mon Feb 26, 2007 6:11 pm

Guest

Does anyone know where can i download some books regarding this subject?
Torrents dont seem to have them, at least public ones.
Thanks.

user923005

Posted: Mon Feb 26, 2007 6:41 pm

Guest

On Feb 26, 2:11 pm, "Alergoman" <alergo...@od.htnet.hr> wrote:

Quote:

Does anyone know where can i download some books regarding this subject?
Torrents dont seem to have them, at least public ones.
Thanks.
639,000 hits:

http://www.google.com/search?client=firefox-a&rls=org.mozilla%3Aen-US%3Aofficial&channel=s&hl=en&q=elliptic+%28PDE+OR+%22partial+differential+equation%3A%29&btnG=Google+Search

Peter Spellucci

Posted: Tue Feb 27, 2007 3:46 am

Guest

In article <ervlu8$5hu$1@news1.carnet.hr>,
"Alergoman" <alergoman@od.htnet.hr> writes:

Quote:

Does anyone know where can i download some books regarding this subject?
Torrents dont seem to have them, at least public ones.
Thanks.

nothing to download, but these two books should be available a every
decent university library :

Knabner, Peter; Angermann, Lutz
Numerical methods for elliptic and parabolic partial differential equations.
Translation from the German. (English)
Texts in Applied Mathematics 44. New York, NY: Springer. xv, 424~p.

Thomas, J.W.
Numerical partial differential equation. Conservation laws and elliptic equations. (English)
Texts in Applied Mathematics. 33. New York, NY: Springer. xxii, 556 p.

hth
peter

Alergoman

Posted: Tue Feb 27, 2007 5:07 pm

Guest

thanks...heres what im looking for:
Gilbarg, Trudinger - Elliptic Partial Differential Equations of Second Order
"Peter Spellucci" <spellucci@fb04373.mathematik.tu-darmstadt.de> wrote in
message news:es1cmt$cp6$1@fb04373.mathematik.tu-darmstadt.de...

Quote:

In article <ervlu8$5hu$1@news1.carnet.hr>,
"Alergoman" <alergoman@od.htnet.hr> writes:
Does anyone know where can i download some books regarding this subject?
Torrents dont seem to have them, at least public ones.
Thanks.

nothing to download, but these two books should be available a every
decent university library :

Knabner, Peter; Angermann, Lutz
Numerical methods for elliptic and parabolic partial differential
equations.
Translation from the German. (English)
Texts in Applied Mathematics 44. New York, NY: Springer. xv, 424~p.

Thomas, J.W.
Numerical partial differential equation. Conservation laws and elliptic
equations. (English)
Texts in Applied Mathematics. 33. New York, NY: Springer. xxii, 556 p.

hth
peter

Torsten Hennig

Posted: Tue Feb 27, 2007 9:53 pm

Guest

Quote:

thanks...heres what im looking for:
Gilbarg, Trudinger - Elliptic Partial Differential >Equations of Second Order

Then sci.math.num-analysis is the false newsgroup you
contacted. The above quoted textbook treats the subject from the functional analytic side and does not include
any numerical methods.
Better try sci.math.research.

Best wishes
Torsten.

Alergoman

Posted: Wed Feb 28, 2007 12:53 pm

Guest

its for my friend, and he said he is doing some numerical analysis so i
tried my luck here..

thanks man

"Torsten Hennig" <Torsten.Hennig@umsicht.fhg.de> wrote in message
news:124708.1172649238493.JavaMail.jakarta@nitrogen.mathforum.org...

Quote:

thanks...heres what im looking for:
Gilbarg, Trudinger - Elliptic Partial Differential >Equations of Second
Order

Then sci.math.num-analysis is the false newsgroup you
contacted. The above quoted textbook treats the subject from the
functional analytic side and does not include
any numerical methods.
Better try sci.math.research.

Best wishes
Torsten.

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