wavelet digest, vol 10, nr 04.txt

现代信号处理讲义,包含许多的例题,解答等Qinghua University publishing house modern signal processing course

including a brief CV and, if needed, a motivated request for 
financial support, must be sent before April 30, 2002 to: 


P.O. Amblard / Les Houches 2002 
Laboratoire des Images et Signaux, 
ENSIEG-BP 46, 
38402 Saint-Martin d'Heres cedex, 
France 


or, electronically, to:


[e-mail]


WEB SITE


http://www.lis.inpg.fr/houches.htm


More information on the Les Houches Physics School may be found at:


http://w3houches.ujf-grenoble.fr


------------------------------


Date: Fri, 21 Dec 2001 13:29:57 +0100
From: Wavelets 2002 <[e-mail]>
Subject: #17 Meeting: Workshop on Wavelets and Applications


FIRST  ANNOUNCEMENT


Workshop on "Wavelets and Applications"
Barcelona, July 1 - 6, 2002


The Institute of Mathematics of the University of Barcelona (IMUB)
organizes a workshop on "Wavelets and Applications", addressed to
graduate students and young researches not necessarily specialized on
wavelets.


Some of the main courses of the workshop are the following:


- Introduction and basic aspects of Wavelets theory (G. Weiss).
- Wavelets and Probability (D. Gundy).
- Wavelets and numerical methods (C. Canuto and A. Tabacco).


The workshop will also consist of several specialized lectures related
and complementing the above courses.


More information can be found at the URL:


http://www.imub.ub.es/wavelets/


The Organizers:


M.J. Carro, J. Cerda, J. Soria


IMUB                         Phone:  [phone]
University of Barcelona      Fax:    [phone]
Gran Via 585, 08071 BARCELONA (SPAIN)
http://www.imub.ub.es/wavelets


------------------------------


Date: Wed, 26 Sep 2001 19:40:49 +0800 (SST)
From: Wei Guowei <[e-mail]>
Subject: #18 Job: MSc/PhD scholarship at U of Signapore


 Dear All,


   MSc/PhD scholarships are available at the Department 
of Computational Science, National University of 
Singapore. Research directions are as follows:
 
Computational biology/Bioinformatics
Computational fluid dynamics
Computational solid mechanics/CAD
Computational electrodynamics
Complex systems/Nonlinear dynamics/Chaos control
Computational chemistry/Chemical dynamics
Computational material science/Nano materials
Vibration analysis/Optimization
Wavelet analysis and applications
Numerical analysis
Scientific computing
Image/signal  processing


We welcome students with a background in any of the following:


Applied mathematics
Theoretical physics/chemistry
Computational biology
Electric engineering
Computer engineering/science
Mechanical engineering
Civil engineering


Please send your application to: 
Department of Computational Science
National University of Singapore
Singapore 117543
Facsimile: ([phone]
Email: [e-mail]


------------------------------


Date: Mon, 01 Oct 2001 10:41:19 -0500
From: Oleg Vasilyev <[e-mail]>
Subject: #19 Job: PhD Position at U of Missouri


An exiting opportunity exists for a PhD student to work in the field of
wavelet applications to the solution of geophysical fluid dynamics
problems. The student involved in the project will further develop a
dynamically adaptive second-generation wavelet collocation method,
implement it on massively parallel computers, and apply it to the
solution of challenging problems of geophysical relevance. The details
about second generation wavelet collocation method and other relevant
information can be found at
http://landau.mae.missouri.edu/~vasilyev/Publications/index.html.


The candidate should preferably have a master s degree (or equivalent)
in mathematics, computer science, physics, geophysics, or an engineering
discipline and have a strong interest in computational techniques. The
strong mathematical foundation, the knowledge of fluid mechanics and
programming experience in C or Fortran is in advantage.


Starting annual stipend will range from $12,000 to $16,000 depending on
qualifications. The assistantship includes a tuition waiver. Interested
students are urged to mail their resumes to


Prof. Oleg V. Vasilyev
Mechanical and Aerospace Engineering
University of Missouri-Columbia
E3415 Engineering Building East
Columbia, MO 65211


or send e-mail to


[e-mail]


Please make sure to include your GPA, a list of attended courses,
degrees obtained, and contact information on 3 references.


------------------------------


Date: Thu, 29 Nov 2001 11:28:10 -0800 (PST)
From: Emmanuel Candes <[e-mail]>
Subject: #20 Job: Faculty position at Caltech Applied Math


Position in Multiscale Modeling and Simulation
Division of Engineering and Applied Science
California Institute of Technology


A tenure-track assistant professor position in the area of applied 
mathematics, focused on multiscale modeling and simulation, in the Division 
of Engineering and Applied Science at the California Institute of 
Technology is open to candidates with exceptional research and 
instructional ability. The length of the initial appointment is four years 
and it is contingent on the completion of the PhD degree.


Research topics of interest include: dynamics and dynamical systems, model 
reduction of large systems, modeling and simulation across multiple length 
scales, stochastic systems, and uncertainty management. Candidates should 
have a strong foundation in mathematical and computational analysis 
relevant to their research program. In addition, candidates should have a 
strong interaction with at least one applied area that could be, for 
example, in biology and biological engineering, chemistry and chemical 
engineering, environmental and earth sciences, materials science, or 
mechanics and mechanical engineering.


Candidates would participate in undergraduate and graduate teaching within 
the Division of Engineering and Applied Science. This would include active 
participation in one or more of the following EAS graduate programs, 
depending on background and interests: Applied and Computational 
Mathematics (ACM), Applied Mechanics (AM), or Control and Dynamical Systems 
(CDS).


Applicants should apply on-line by visiting


http://www.acm.caltech.edu/search/


and following the instructions outlined there. You will be asked to submit 
a letter of application; a brief statement of research accomplishments, 
interests, and goals; curriculum vitae; selected reprints; and have four 
letters of recommendation (at least one commenting on teaching) sent to the 
address indicated on the website.


Review of applications will begin January 15, 2002 and will continue until 
the position is filled.


Caltech is an Equal Opportunity/Affirmative Action Employer. Women, 
minorities, veterans, and disabled persons are encouraged to apply. 


------------------------------


Date: Tue, 11 Dec 2001 17:51:23 +0100
From: Stephan Dahlke <[e-mail]>
Subject: #21 CFP: Wavelet and Fractal Methods in Science and Engineering


CALL FOR PAPERS FOR THEME ISSUE OF THE AJSE


WAVELET AND FRACTAL METHODS IN SCIENCE AND ENGINEERING


The Editorial Board of the Arabian Journal for Science and Engineering
(AJSE) plans to publish a Theme Issue on Wavelet and Fractal Methods
in Science and Engineering in June 2003. The purpose of this issue is
to attract research papers containing recent developments and new
trends in this continuously growing area of research.  The issue is
expected to contain the latest developments in wavelet- and
fractal-analysis and their various applications. All manuscripts (with
the exception of invited papers) will be subject to the standard
refereeing process of AJSE.


Lead Technical Editor


Professor Abul Hasan Siddiqi, Department of Mathematical Sciences, KFUPM


Technical Editor
Dr. Gabor Korvin, Department of Earth Sciences, KFUPM
Guest Technical Editors
Professor Umberto Mosco, Department of Mathematics, University of Rome,
Italy
PD  Dr. Stephan Dahlke, Department of Mathematics, University of Bremen,
Germany
Professor Willi Freeden, University of Kaiserslautern, Dept.
Mathematics, Geomathematics Group, Germany


Areas of Interest


This issue of the AJSE welcomes original contributions (not previously
published) in any of the following or related areas:


Analysis on Fractals
Calculus of Variations on Fractals
Differential Equations on Fractals
Current Developments in Wavelet Theory
Interconnection Between Fractals and Wavelets
Wavelets and Partial Differential Equations
Wavelets and Optimization
Wavelets and Fractals in Image Processing
Application of Fractals and Wavelets in Science and Engineering


PUBLICATION SCHEDULE


Deadline for submission of manuscripts: September 30, 2002
Notification of acceptance of papers: February 28, 2003


Publication of the Theme Issue: June 30, 2003


NOTE TO AUTHORS


Four copies of the manuscript should be submitted to:


Dr. Harry A. Mavromatis, Managing Editor
The Arabian Journal for Science & Engineering
King Fahd University of Petroleum & Minerals
KFUPM Box 5033, Dhahran 31261, Saudi Arabia
Telephone: [phone]
Fax: [phone]
E-mail: [e-mail]


Authors may obtain details of the format and style adopted by the AJSE
by referring to previous issues;
by contacting the Managing Editor at the above address.


------------------------------


Date: Fri, 21 Dec 2001 13:23:21 -0500 (EST)
From: Thomas Hogan <[e-mail]>
Subject: #22 Contents: J. Approx. Th. - oct01/dec01 TOC


Table of Contents: J. Approx. Theory, Volume 112, Number 2, October 2001


Francisco Luquin
On multivariate quasipolynomials of the minimal deviation from zero
159--170


Tam\'{a}s Erd\'{e}lyi
Markov-type inequalities for products of M\"{u}ntz polynomials
171--188


K. H. Kwon, L. L. Littlejohn, and G. J. Yoon
Orthogonal polynomial solutions of spectral type differential equations:
  Magnus' conjecture
189--215


Horst Alzer, Stephan Ruscheweyh, and Luis Salinas
Inequalities for cyclic functions
216--225


Yunkang Liu
Approximation by Dirichlet series with nonnegative coefficients
226--234


Martin Burger and Andreas Neubauer
Error bounds for approximation with neural networks
235--250


Mourad E. H. Ismail, Galliano Valent, and Gang J. Yoon
Some orthogonal polynomials related to elliptic functions
251--278


Eggert Briem
Approximations from subspaces of $C_0(X)$
279--294


Yuan Xu
Representation of reproducing kernels and the Lebesgue constants on
   the ball
295--310