From XXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXX@xmr3.com Thu Sep 24 09:32:09 2009 Return-Path: Received: from memailout24.messagereach.com (memailout24.messagereach.com [205.183.255.166]) by smtp.XXXXXXX.XXX (8.14.3/8.14.3) with ESMTP id n8OGW8Gq027189 for ; Thu, 24 Sep 2009 09:32:08 -0700 Received: from [205.183.255.228] ([205.183.255.228:50639] helo=memailoutr5.messagereach.com) by mrmailout1.xpedite.com (envelope-from ) (ecelerity 2.2.2.43 r(32041/32483)) with ESMTP id D0/21-05910-80F9BBA4; Thu, 24 Sep 2009 12:32:08 -0400 Date: Thu, 24 Sep 2009 12:32:07 -0400 To: XXX@XXXXXXX.XXX From: Mathematics Books from Elsevier Subject: New! - Partial Differential Equations & Boundary Value Problems w/ Maple, 2e Mime-Version: 1.0 Message-Id: Content-Type: multipart/alternative; boundary=MEboundary-1928385-6-1253634171 X-xsi-job: 1928385 X-xsi-user-id: mdr083 X-xsi-domain: usme X-Proofpoint-Virus-Version: vendor=fsecure engine=1.12.8161:2.4.5,1.2.40,4.0.166 definitions=2009-09-24_18:2009-09-22,2009-09-24,2009-09-24 signatures=0 X-Proofpoint-Spam-Details: rule=notspam policy=default score=0 spamscore=0 ipscore=0 phishscore=0 bulkscore=0 adultscore=0 classifier=spam adjust=0 reason=mlx engine=5.0.0-0908210000 definitions=main-0909240094 --MEboundary-1928385-6-1253634171 Content-Type: text/plain; charset=ISO-8859-1 Content-Transfer-Encoding: 7bit To display this email in a browser, please go here: http://pull.xmr3.com/p/XXXXXXXXX/XXXXXXXX/XXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXX.html --------------------------------------------------------------------------- Now Available for TEXTBOOK REVIEW http://pull.xmr3.com/p/XXXXXXXXX/XXXXXXXX/XXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXX.aspx.html NEW EDITION! Partial Differential Equations and Boundary Value Problems with Maple, 2e http://pull.xmr3.com/p/XXXXXXXXX/XXXXXXXX/XXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXX.html George A. Articolo Rutgers University, New Brunswick, NJ Now available, Paperback, 732 pp. ISBN: 978-0-12-374732-7 List Price: $ 69.95 "Last year I used a text that did not have Maple examples and the students struggled. Consequently, I am going to use Articolo's book because of the Maple examples." - Ralph E. White, PhD, Professor and Distinguished Scientist, Department of Chemical Engineering, University of South Carolina About: Partial Differential Equations and Boundary Value Problems with Maple 2e http://pull.xmr3.com/p/XXXXXXXXX/XXXXXXXX/XXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXX.html focuses on the natural union between the course material and the powerful computational software, while presenting all of the material normally covered in a standard course on partial differential equations. Its unique approach allows students to learn the mathematics first, and then use Maple graphics capabilities to visualize both static and animated behavior of the solution. The Maple commands are so intuitive and easy to learn, students can absorb what they need to know about the software in a matter of hours; an investment that provides substantial returns. The text provides many example problems using commands that render two- or three-dimensional animated graphics of the solutions of partial differential equations. Features: New to this Edition: * Updated from Maple v.4 to Maple v.12 * More of the macro commands in Maple incorporated to check solutions * Extensive chapter example problem sets and an exceptionally large array of exercises Hallmark features: * Concepts presented in a clear manner and Maple is used to illustrate the traditional, fundamental, mathematical development of the solutions * Assumes no previous knowledge of Maple, providing a concise overview of the software with simple commands needed to get started * Review material on linear algebra and ordinary differential equations, covering their contribution in solving partial differential equations * Companion Website and enclosed CD-ROM with Maple files and code available for download Contents: Preface Chapter 0: Basic Review Chapter 1: Ordinary Linear Differential Equations Chapter 2: Sturm-Liouville Eigenvalue Problems and Generalized Fourier Series Chapter 3: The Diffusion or Heat Partial Differential Equation Chapter 4: The Wave Partial Differential Equation Chapter 5: The Laplace Partial Differential Equation Chapter 6: The Diffusion Equation in Two Spatial Dimensions Chapter 7: The Wave Equation in Two Spatial Dimensions Chapter 8: Non-homogeneous Partial Differential Equations Chapter 9: Infinite and Semi-infinite Spatial Domains Chapter 10: Laplace Transform Methods for Partial Differential Equations References Index Register to request your exam copy TODAY @ http:textbooks.elsevier.com http://pull.xmr3.com/p/XXXXXXXXX/XXXXXXXX/XXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXX.html , or for more information about this and other mathematics and statistics textbooks, visit our website @ elsevierdirect.com/math http://pull.xmr3.com/p/XXXXXXXXX/XXXXXXXX/XXXXXXXXXXXXXXXXXXXXXXX.jsp-lid=XXXXXX.html > http://pull.xmr3.com/p/XXXXXXXXX/XXXXXXXX/XXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXX.html Elsevier, Inc. 525 B Street, Floor 19 San Diego, CA 92101 This is a commercial message. --------------------------------------------------- If you would prefer not to receive further messages from this sender, please click on the following link and confirm your request: mailto:XXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXXX@xmr3.com You will receive one additional e-mail message confirming your removal. --MEboundary-1928385-6-1253634171 Content-Type: text/html; charset=ISO-8859-1 Content-Transfer-Encoding: quoted-printable =20   =20 =20 =20 =20 =20 =20 =20 3D"[image]"3D"[image]" = =20 = =20 =20 =20
           
3D"[image]"<= !--messageREACH-object-end--> 3D"[image]"
3D"[image]"
3D"[image]" <= SPAN style=3D"FONT-SIZE: 18px">Now Available for TEXTBOOK REVIEW =20
3D"[image]=
3D"[image]"
3D"[image]" 3D"[image]"    =       

  3D"[image]"
    =20
=20 =20 =20 =20 =20 =20 =20 =20 =20
=20

= NEW EDITION!<= /P>=20

Part= ial Differential Equations and Boundary Value Problems with Maple, 2e

=20

=20

George A. = Articolo
Rutgers University, New Brunswick, NJ
Now av= ailable, Paperback, 732 pp.
ISBN: 978-0-12-374732-7
List Price: $ 69.95
 

=20

"<= /strong>Last year I used a text that did not have Maple exampl= es and the students struggled. Consequently, I am going to use Articolo'= s book because of the Maple examples."

– Ralph E. White, PhD, Profe= ssor and Distinguished Scientist, Department of Chemical Engineering, Un= iversity of South Carolina

Abo= ut:
Partial Differential Equations an= d Boundary Value Problems with Maple 2e  focuses on t= he natural union between the course material and the powerful computatio= nal software, while presenting all of the material normally covered in a= standard course on partial differential equations. Its unique approach = allows students to learn the mathematics first, and then use Maple graph= ics capabilities to visualize both static and animated behavior of the s= olution. The Maple commands are so intuitive and easy to learn, students= can absorb what they need to know about the software in a matter of hou= rs; an investment that provides substantial returns. The text provides m= any example problems using commands that render two- or three-dimensiona= l animated graphics of the solutions of partial differential equations.<= /SPAN>
Features:
=20

Ne= w to this Edition:

    =20
  • Updated from Maple v.4 to Maple v.12=20
  • More of the macro commands in Maple incorporated to check solutions =
  • Extensive chapter example problem sets and an exceptionally large ar= ray of exercises
    =20

    Ha= llmark features:

      =20
    • Concepts = presented in a clear manner and Maple is used to illustrate the traditio= nal, fundamental, mathematical development of the solutions =20
    • Assumes n= o previous knowledge of Maple, providing a concise overview of the softw= are with simple commands needed to get started =20
    • Review ma= terial on linear algebra and ordinary differential equations, covering t= heir contribution in solving partial differential equations =20
    • Companion= Website and enclosed CD-ROM with Maple files and code available for dow= nload
    =20

    Contents:

    =20

    Preface Chapter   0:      Basic Review
    Chapter   1:      Ordinary Linear Dif= ferential Equations
    Chapter   2:      Sturm-Liouville Eig= envalue Problems and Generalized Fourier Series
    Chapter   3:      The Diffusion or He= at Partial Differential Equation
    Chapter   4:      The Wave Partial Di= fferential Equation
    Chapter   5:      The Laplace Partial= Differential Equation
    Chapter   6:      The Diffusion Equat= ion in Two Spatial Dimensions
    Chapter   7:      The Wave Equation i= n Two Spatial Dimensions
    Chapter   8:      Non-homogeneous Par= tial Differential Equations
    Chapter   9:      Infinite and Semi-i= nfinite Spatial Domains
    Chapter 10:      Laplace Transform Methods= for Partial Differential Equations
    References
    Index

    =20

    Register t= o request your exam copy TODAY @ , or for more information about th= is and other mathematics and statistics textbooks, visit our website @ <= /STRONG>elsevierdirect.com/math

    =20

     

       
    3D"[image]" =20

    3D"[image]"

    =20

     
    3D"[image]" 3D"[image]"   3D"[image]"
    3D"[image]" =20
     
    3D"[image]" 3D"[image]"
    3D"[image== 3D"[image]" <= IMG align=3D"default" alt=3D"[image]" border=3D"0" height=3D"10" src=3D"= http://mail.elsevier-alerts.com/aem/clients/esb001/images/emea/emea_enew= s_f93_br.gif" width=3D"10" mreach_id=3D"picture24" text_body_alt=3D"[ima= ge]">
    3D"[image]"

    <= BR> Elsevier, Inc.
    525 B Street, Suite 1900
    San Diego, CA 92101

    This is a commercial message.



    If you would prefer not to receive further messages from this sender, pl= ease
    click on the following e-mail link and send a message with or without
    any text:

    Clic= k here to opt out

    You will receive one additional e-mail message confirming your removal. =20 --MEboundary-1928385-6-1253634171--