Today's topic
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多水平迭代方法国际会议将在北京举行
Date: Tue, 18 Apr 2006 15:57:18 +0800 (CST)
From: "[gb2312] shi" <shi@lsec.cc.ac.cn>
International Conference on Multilevel Iterative Methods
August 14--18, 2006, Beijing
http://ccse.pku.edu.cn/06summerschool/ob.html
http://ccse.pku.edu.cn/06summerschool
The purpose of this conference is to get together researchers in the world
especially in China and neighboring Asian countries to exchange recent ideas
and results in multigrid/multiscale and domain decomposition methods,
iterative adaptive methods and related topics. General major topics to
be covered (but not limited): Multigrid methods, Domain decomposition
methods, Multilevel (two-grid) discretization methods, Method of subspace
corrections, Adaptive methods, Applications .
Plenary Speakers:
Deulfhard, Peter (ZIB, Germany)
Holst, Michael (University of California, USA)
Hoppe, Roland (University of Houston, USA)
Kako, Takashi (University of Electro-Communications, Japan)
Stevenson, Rob (Utrecht University, Netherlands)
Schoeberl, Joachim, (University of Linz )
Sheen, Dong Woo (Seoul National University, Korea)
Shi, Zhongci (Chinese Academy of Sciences, China)
Wang, Junping (Colorado School of Mines, USA)
Wittum, Gabriel (University of Heidelberg, Germany)
Xu, Jinchao (PKU and XTU, China)
Program Committee:
Chen, Zhimin (Chinese Academy of Sciences, China)
Chern, I-Liang (National Taiwan University, Taiwan, China)
Huang, Yunqing (Xiangtan University, China)
Kako, Takashi (The University of Electro-Communications, Japan)
Mo, Zeyao (Inst. Appl. Phsy. Comp. Math., China)
Sheen, Dong Woo (Seoul National University, korea)
Shi, Zhongci (co-chair, Chinese Academy of Sciences, China)
Wittum, Gabriel (Stuttgart University, Germany)
Xu, Jinchao (co-chair, PSU, USA)
Zhang, Pingwen (Peking University, China)
Zhang, Wenling (National Natural Scinece Foundation of China)
Zhou, Aihui (Chinese Academy of Sciences, China)
Zou, Jun (The Chinese University of HK, China)
CONFERENCE SECRETARY:
Liang, Lan
Email: lianglan@pku.edu.cn
Tel: 86-10-62759090
Fax: 86-10-62767146
web page: http://ccse.pku.edu.cn/06summerschool
========================================================================
NCTS科学计算国际研讨会将在台湾举办
Date: Thu, 13 Apr 2006 14:42:10 +0800
From: Mei-Hui <mei@math.cts.ntu.edu.tw>
NCTS International Workshop on Scientific Computing
June 26-30, 2006
Condensed Matter Science & Physics Building
National Taiwan University
Taiwan
http://www.math.ntu.edu.tw/~shyue/sc06.html
Conference Theme:
There has been significant progress in scientific computing,particularly in
the
diverse fields of multiscale computations and imaging.One of the focusses of
multiscale computation concentrates on problems where classical single physics
models are either inadequate or not accurate enough,and a coupling of multiple
physics models needs to be considered.In particular,there is an emergence of
methods that replace heuristics and empirical observations in coarse scale
single
physics models by direct numerical simulations of more accurate models defined
on
finer scales.PDE-based techniques for imaging received a lot of attention due
to
its success in removing noise and segmenting salient features in images. Many
of
the approaches are closely related to inverse problems and interface problems.
On the other hand,many of the important results have been driven by the need
to
separate features of different length scales. The field of high frequency wave
propagation, for instance, is to compute effective wave behavior at length
scales
that are much large than the wavelength.It is vital for telecommunication,radar
and seismic imaging. Novel and robustmethods have been introduced and advanced
in recent years. Phase-spaced methods enable efficient computation of multivalued
solutions that are previous too complicated to compute.
From computational techniques view point: the level set method made impact
on a
diversity of applications including free interface problems and a number of
inverse problems that involve complicated shapes and topology; the discontinuous
Galerkin methods provide possibility of high order accuracy and adaptivity
in
solving hyperbolic problems and can be applied to a wide range of problems
including
ones alluded above. Even though these fields appear to be diverse and have
different
concerns for the respective applications,they share common objectives and difficulties
at a higher level, and may benefit from closer interactions among the engaging
scientists.
This workshop brings some of the world's leading experts in these fields together
and aims at
1) providing an opportunity for direct communication and exchange of ideas;
2) promoting interaction and collaboration of local and international scholars.
Invited Speakers:
Weizhu Bao U Singapore
Chien Cheng Chang National Taiwan U
Tony Chan U California- Los Angeles
Min-Hung Chen National Cheng Kung U
Zhiming Chen Chinese Academy of Science
I-Liang Chern National Taiwan U
Li-Tien Cheng U California- San Diego
Cheng-Sheng Chien National Chung Hsing
U
Bernardo Cockburn U Minnesota
Chien-Sen Huang National Sun Yat-Sen U
Qiang Du Penn State U
Wai-How Hui Academia Sinica
Bjorn Engquist U Texas-Austin
Tsung-Min Hwang National Taiwan Normal U
Selim Esedoglu U Michigan
Ming
Chih Lai National Chiao Tung U
Thomas Y. Hou Cal Tech
Wen-Wei Lin National Tsing Hua U
Shi Jin U Wisconsin-Madison
Jinn-Liang Liu National Kaohsiung U
Rajiv Kalia U Southern California
Tony Wen-Hann Sheu National Taiwan U
Chiu-Yen Kao U Minnesota
Shih-Feng Shieh National Tsing Hua U
Mitchel Luskin U Minnesota
Jerry Yin-Tzer Shih National Chung Hsing U
Stanley Osher U California- Los Angeles
Keh-Ming Shyue National Taiwan U
Fernando Reitich U Minnesota
Chun-Hao Teng National Cheng Kung U
Olof Runborg KTH, Sweden
Wei Cheng Wang National Tsing Hua U
Fadil Santosa U Minnesota
Wei Chung Wang National Kaohsiung U
Jie Shen Purdue U
Jaw-Yen Yang National Taiwan U
Chi-Wang Shu Brown U
Tao Tang Baptist U, HK
Richard Tsai U Texas-Austin
Eric Vanden Eijnden New York U
Priya Vashishta U Southern California
Pingwen Zhang Peking U, China
Organizing Committee:
I-Liang Chern National Taiwan University
Chiu-Yen Kao U Minnesota
Ming Chih Lai National Chiao Tung University
Wen-Wei Lin National Tsing Hua University
Richard Tsai U Texas-Austin
Wei Chung Wang National Tsing Hua University
Sponsors:
National Center for Theoretical Sciences, National Science Council, Taiwan
National Taiwan University
Conference Venue:
The conference will be held at the Condensed Matter Science & Physics Building
of National Taiwan University. Information desk and internet access will be
available during the conference.
Registration & Talk Submission:
All participants in the conference must register. There is no registration
fee however.
To register and submit a talk with title and abstract, please complete the
on-line
registration form. Note that for a talk submission, we only accept MS-word
and latex
formats. The invited speakers can use the on-line registration form to submit
their
title and abstract for the workshop.
Contact Information:
Miss Mei-Hui Hsiao
Department of Mathematics
National Taiwan University
Taipei, Taiwan
Phone: (8862) 3366-3229
Fax: (8862) 2391-4439
Webpage: http://www.math.ntu.edu.tw/~shyue/sc06.html
========================================================================
工程和科学中的Mesoscopic方法第三届国际会议将在美国召开
Date: Mon, 27 Mar 2006 16:06:13 -0500
From: Li-Shi Luo <luo@nianet.org>
The 3rd International Conference on Mesoscopic Methods
in Engineering & Science (ICMMES)
July 24-28, 2006, Hampton, Virginia, USA,
http://www.icmmes.org.
The 3rd International Conference on Mesoscopic Methods in Engineering &
Science (ICMMES-06, http://www.icmmes.org) will be held at Radisson
Hotel Hampton, Virginia, USA, in July 24-28, 2006. The focus of the
Conference series is mesoscopic/kinetic methods (e.g., LBE, LGA, DPD,
DVM, GKS, and SPH) for computational mechanics in its broadest
sense. Specific areas include, but are not limited to, mesoscopic /
kinetic methods applied for:
1. Computational Fluid Dynamics (CFD), including Direct Numerical
Simulations (DNS), Large-Eddy Simulations (LES), and macroscopic as well
as kinetic turbulence modelling;
2. Rheology for complex fluids, such as suspensions, multi-phase and
multi-component fluids, non-Newtonian fluids, electro-rheological (ER)
and magneto-rheological (MR) fluids (smart fluids) and bio-fluids;
3. Nano-scale phenomena involving non-continuum, surface-dominated,
low-Reynolds-number, non-Newtonian, multi-scale and multi-physics
effects;
4. Computational mechanics of solids and structures;
5. Computational multi-physics dynamics, such as flow-structure
interactions;
6. Algorithms for High Performance Computing (HPC) engineering
applications.
The objectives of the Conferences are:
1. To bring together researchers and practitioners from academia,
research institutions and industry to exchange experiences, disseminate
up-to-date information, and explore new opportunities in the field;
2. To expose young or new researchers to the state of the art in the
field, by means of, in addition to the Conferences, short courses and
the internet media;
3. To play a leading role in reseach and development in the field.
The conference will focus on computational methods for challenging
engineering problems based on mesoscopic methods, including (but not
limited to) the lattice Boltzmann equation (LBE), lattice-gas cellular
automata (LGCA), discrete velocity models (DVM), gas-kinetic schemes
(GKS), dissipative particle dynamics (DPD), and smooth-particle
hydrodynamics (SPH).
For more details, please go to the ICMMES website:
http://www.icmmes.org.
ICMMES Scientific Committee:
Prof. John Abraham
School of Mechanical Engineering
Purdue University, USA
Prof. Ali Beskok
Department of Mechanical Engineering
Texas A&M University, USA
Dr. Jos J. Derksen
Kramers Laboratorium voor Fysische Technologie
Technical University of Delft, The Netherlands
Prof. Franz Durst
Institute of Fluid Mechanics (LSTM)
University of Erlangen, Germany
Prof. Sharath Girimaji
Department of Aerospace Engineering
Texas A&M University, USA
Prof. Michael Junk
Fachbereich Mathematik und Statistik
University of Konstanz, Germany
Prof. Axel Klar
FB Mathematik
Technical University of Kaiserslautern, Germany
Prof. Manfred Krafczyk, Co-Chairman
Institute for Computer Applications in Civil Engineering (CAB)
Technical University of Braunschweig, Germany
Prof. Anthony J.C. Ladd
Department of Chemical Engineering
University of Florida, USA
Prof. Pierre Lallemand
ASCI Laboratory
Universit?Paris Sud, France
Prof. Li-Shi Luo, Co-Chairman
Department of Mathematics and Statistics
Old Dominion University, USA
Prof. Dimitri Mavriplis
Department of Mechanical Engineering
University of Wyoming, USA
Prof. Taku Ohwada
Department of Aeronautics and Astronautics
Kyoto University, Japan
========================================================================
2006 年《北京大学特别数学讲座》第九期
http://www.math.pku.edu.cn:8000/misc/jiangzuo/jiangzuo.html
2006 年《北京大学特别数学讲座》第九期
课 程 安 排
由我院举办的“特别数学讲座”第九期将于2006年6月中旬至7月底继续举行，讲座
课程和主讲教授基本信息如下：
1.课程名称： A Basic Introduction to Geometric Measure Theory
Abstract: In many problems in PDEs and calculus of variations, low dimensional
sets in Euclidean spaces arise naturally. Well known examples include singular
sets of minimal surfaces and harmonic maps. Geometric measure theory is developed
to treat those sets. The course is divided into three parts. In the first part,
we introduce the Hausdorff measure, which measures the size of low dimensional
sets. In the second part, we discuss area and coarea formulas, which are important
in the calculation in the measure of those sets. In the final part, we discuss
countably rectifiable sets, which are the basic object in geometric measure
theory. Usually, it is the starting point for a fine regularity. Prerequisite
knowledge is kept to a minimum. We only assume some basic knowledge of measures
and integrations.
主讲教授：Prof. Han Qing（Notre Dame University，USA）
授课时间：June 12 – June 30
--------------------------------------------------------------------------------
2．课程名称：Subfactors and its applications
Abstract: I will lecture on the basics of subfactor theory invented by Vaughan
Jones and describe some of its applications.
主讲教授：Prof. Xu Feng (University of California at Riverside, USA)
授课时间：July 3 – July 28
--------------------------------------------------------------------------------
3．课程名称：Mathematical aspects of general relativity
Abstract:
主讲教授：1. Prof. Qing Jie (UCSC, USA)
2. Prof. P. T. Chrusciel (University of Tours, France)
授课时间：June 20 – July 15
--------------------------------------------------------------------------------
4．课程名称：Khovanov Knot Homology
Abstract: We will introduce the construction of Khovanov knot homology in
this
course. The highlight of this combinatorial construction is to give a proof
of Milnor's conjecture about the slice genus of torus knots, which was proved
previously using gauge theoretical techniques.
主讲教授：Prof. Lin Xiaosong (University of California at Riverside, USA)
授课时间：July 3- July 14
--------------------------------------------------------------------------------
5．课程名称：Integer valued invariants in real enumerative geometry
Abstract: I will explain how to extract from classical problems of real enumerative
geometry some integer valued invariants. As in the theory of Gromov-Witten
invariants,
these invariants are in fact attached to the underlying real symplectic manifold
and
only depend on its deformation class. The problems that will be discussed will
concern real symplectic four-manifolds even though similar phenomenons apppear
in any dimension. They will actually mostly concern the number of real rational
planar curves of degree d which pass through 3d-1 points, or the number of
real
planar conics tangent to five given real planar conics.
The course will be organized around the following talks:
1,2) Examples of problems of real enumerative geometry and the associated invariants
of real symplectic four-manifolds.
3) Moduli space of real rational pseudo-holomorphic curves of a real symplectic
four-manifold.
4) Critical points and Gromov's compactness theorem.
5,6) Proofs of the main results.
主讲教授：Prof. Y.-V. Welschinger (ENS Lyon, France)
授课时间：July 3 -July 15
--------------------------------------------------------------------------------
除上述课程外，田刚教授等还将组织一些专题讨论班，另有一些教授短期来访做学术报告，
欢迎参加。
1、数学特讲办地址：北京大学理科楼群一号楼1282E （邮编100871），
电话：010-62759534，E-mail: 1282@math.pku.edu.cn。
2、报名时间：4月1日至5月10日(申请表格可从网上下载，非北大生源的同志报名时请寄回由
导师推荐信和所在单位加盖公章的申请表，同时在线登记，并用E-mail发送一份，以便核查)
3、报名时请写清楚您的详细地址、E-MAIL以及联系电话。
4、各课程的讲课时间可能还会有调整，请及时注意通知。
5、包括各课程内容摘要等在内有关信息可以到网上查询了解,
http://www.math.pku.edu.cn:8000/misc/jiangzuo/jinagzuo.htm
北京大学数学科学学院
北京大学数学研究所
北京大学数学及其应用重点实验室
========================================================================
第三届材料科学的数学理论夏季培训班将在南开大学举办
http://www.math.nankai.edu.cn/news/2006sumpo.doc
第三届材料科学的数学理论夏季培训班
凝固过程动力学与相场模型的数值模拟
（第一次公告，2006.2.21）
1． 夏季培训/研讨班的宗旨和形式
全国第三届材料科学的数学理论夏季培训/研讨班将于2006年6月下旬在天津南开大学举行。
本届夏季培训/研讨班将交流国内在材料科学、晶体生长的数学研究领域内，当前研究发
展状况，报告与讨论研究成果，讲解与研讨该领域所采用的重要的数学方法。
材料科学数学理论夏季培训/研讨班最初由南开大学特聘讲座教授、加拿大麦吉尔(McGill)
大学终身教授J.J.Xu （徐鉴君）发起与倡导。徐鉴君教授长期从事晶体生长动力学，交界
面微结构的形成与选择机制的研究，系统地创立与发展了“枝晶生长的界面波理论”
夏季培训/研讨班的宗旨为将材料科学、凝聚态物理、应用数学等领域的专家学者、教师、
研究生聚集在一起，探讨材料生长系统中的复杂现象，为不同背景（实验的或理论的、材
料的或数学的）的人士提供一个交流思想，比较研究方法和结果的平台和机会。期望通过
定期开展这种培训/研讨活动能进一步促进国内数学、物理与材料科学领域的研究生、学
者之间横向的切磋交流；建筑良好合作关系；在国内发展一支从事材料科学的数学研究
的学术队伍。
第一、二届夏季培训班由南开大学、北京科技大学联合筹备，已于2004、2005年分别在南
开大学、北京科技大学成功举办， 参会者来自全国各地高校、科研单位。
2．本届夏季培训/研讨班主题
定向凝固过程动力学的若干问题。
晶体生长和相场模型的数值模拟方法
其它
3． 初步意向报告人
拟邀请的部分报告人名单：
徐鉴君 教授 （加拿大McGill大学教授；南开大学讲座教授）
蓝崇文， 台湾国立大学
黄卫东
陈明文
胡国辉
Stephen Davis， 美国西北大学。（待定）
4． 会议时间与地点
会议时间：2006年6月30～7月6日
地点：南开大学数学学院
5． 报名
请报名参会者于2006年3月20日之前，与本次会议筹备组联系，将公告中的回执邮寄
或email至下面的地址。
天津市南开区卫津路 94号, 南开大学数学学院203室,“材料与生物科学的数学基础研究
所（筹备组）” 褚佳强 邮政编码 300071，联系电话：021-23501781，022-81341030。
或寄电子邮件至：Turbo_chu@nankai.edu.cn（建议采取email方式）。
注：研究生报名参加本次会议需写明目前的研究方向并提供导师的推荐信。青年教师
申请参加本次会议的请写明目前的研究方向
6． 注册费与资助方式
本次培训班的注册费为200元/人，同时对有经济困难的研究生将提供适当的资助。有此
需要的参加者可向筹备组提出申请。具体资助方式根据报名情况确定。
========================================================================
沃尔夫勒姆研究巡回讲座—中国系列即将开始
From: "Grace Jiang" <grace@techmax.com.cn>
Date: Fri, 14 Apr 2006 12:42:59 +0800
名字：沃尔夫勒姆研究巡回讲座—中国系列
日期：2006年5月19日-30日
地点：请在http://www.wolfram.com/services/seminars/china2006/schedule.html
查阅完整的时间表
网址：http://www.wolfram.com/services/seminars/china2006/
电话：+1-217-398-0700
Email：china-tour@wolfram.com
活动介绍：
沃尔夫勒姆研究中国系列讲座将由Mathematica高级内核工程师胡一凡博士主讲。这些讲
座将从专家的视角帮助听众深入了解科技计算领域并展示Mathematica对教育和研究的影
响。讲座后会有问答活动时间。
任何希望了解科技计算对教育和研究的潜在影响的人员都将受益于这次讲座。Mathematica
初学者将对这个系统有一个总的了解并获取关于软件设计的初步介绍。而Mathematica高级
用户将对具体的设计决策有一个进一步的认识。
Name: Wolfram Research Tour of China
Dates: 19-30 May 2006
Where: See the full schedule online at
http://www.wolfram.com/services/seminars/china2006/schedule.html
URL: http://www.wolfram.com/services/seminars/china2006/
Phone: +1-217-398-0700
Email: china-tour@wolfram.com
Description:
The Wolfram Research Tour of China consists of a series of lecture
presentations by Mathematica developer Dr. Yifan Hu. The lectures will
provide expert insights into the world of technical computing and
demonstrate Mathematica's impact on methods in education and research. A
question-and-answer session will follow each presentation.
Anyone with an interest in the potential impact of technical computing
on education and research will benefit from this lecture. Mathematica
novices will gain an overview of the system and an introduction to software
design, while experts will gain further understanding of specific design
decisions.
========================================================================
新书介绍: 粘性介质多相流的计算方法
Date: Mon, 3 Apr 2006 16:19:06 -0500
From: "Chen, Zhangxin" <zchen@mail.smu.edu>
Computational Methods for Multiphase Flows in Porous Media
Zhangxin Chen, Guanren Huan, and Yuanle Ma
Computational Science and Engineering 2
SIAM, Philadephia, PA, 2006
http://www.ec-securehost.com/SIAM/CS02.html
"This book is quite complete and self contained. It is up to date and
covers a wide range of topics, all of which are pertinent. The presentation
seems accessible to beginners, and yet it also has enough advanced material
to be of interest to experts." -- Todd Arbogast, Professor, Institute
for Computational Engineering and Sciences, University of Texas, Austin.
"This is a well-structured book covering a field that,
as far as I am aware, has not already been dealt with.
It will be an excellent supplement to existing books."
-- Rainer Helmig, Professor, Institute of Hydraulic Engineering,
University of Stuttgart, Germany.
"This book offers a fundamental and practical introduction to
the use of computational methods, particularly finite element
methods, in the simulation of fluid flows in porous media.
It is the first book to cover a wide variety of flows, including
single-phase, two-phase, black oil, volatile, compositional,
nonisothermal, and chemical compositional flows in both ordinary
porous and fractured porous media. In addition, a range of
computational methods are used, and benchmark problems of
nine comparative solution projects organized by the Society
of Petroleum Engineers are presented for the first time in book form."
"Computational Methods for Multiphase Flows in Porous Media
reviews multiphase flow equations and computational methods
to introduce basic terminologies and notation. A thorough discussion
of practical aspects of the subjects is presented in a consistent manner,
and the level of treatment is rigorous without being unnecessarily
abstract. Each chapter ends with bibliographic information and exercises."
-- Society for Industrial and Applied Mathematics, Philadephia, USA.
Contents:
Chap. 1. Introduction
Chap. 2. Flow and Transport Equations
Chap. 3. Fluid and Rock Properties
Chap. 4. Numerical Methods
Chap. 5. Solution of Linear Systems
Chap. 6. Single Phase Flow
Chap. 7. Two-Phase Flow
Chap. 8. The Black Oil Model
Chap. 9. Compositional Flow
Chap. 10. Nonisothermal Flow
Chap. 11. Chemical Compositional Flow
Chap. 12. Flows in Fractured Porous Media
Chap. 13. Well Modeling
Chap. 14. Special Topics
Nomenclature
Units
References
Index
========================================================================
新书介绍: 混合有限元法基础及其应用
From: "=?gb2312?B?wt7V8bar?=" <luozhd@mail.cnu.edu.cn>
Date: Sat, 08 Apr 2006 09:56:14 +0800
《混合有限元法基础及其应用》 科学出版社
丛书：大学数学科学丛书 10
作者：罗振东
ISBN：7-03-016821-6
定价：55.00元； 初版日期：2006.3
联系人：科学出版社 吕虹 lvhong1@yahoo.com.cn
内容简介：
本书首先简单介绍有限元方法,然后着重介绍混合有限元法的基本概念、基本理论、基本方法
及其应用.本书共五章,第1章主要介绍有限元法的基本理论,给出有限元法的适定性和收敛性的
理论分析;第2章主要介绍混合有限元法的基本理论及其在线性微分方程中的应用,介绍线性微
分方程的混合变分形式和混合有限元格式;第3章主要介绍非线性发展方程的混合有限元法，介
绍Burgers方程，RLW方程和非饱和水流方程的混合有限元法及其数值模拟；第4章主要介绍定
常的热传导-对流方程的混合有限元方法，主要讨论其广义解的存在唯一性和各种混合元法(包
括一般混合有限元法,Galerkin-Petrov最小二乘混合元方法,非线性Galerkin混合元法,非线性
Galerkin-Petrov最小二乘混合元法等).第5章主要介绍非定常的热传导-对流方程的混合有限
元方法，主要讨论其广义解的存在唯一性和各种混合元法(包括半离散化和全离散化的混合有
限元法,半离散化和全离散化的非线性Galerkin混合有限元法,以及特征混合有限元法等).本书
通过一些典型的例子和一些本学科的前沿应用实例说明混合有限元方法的应用前景,其中包括
作者近年来的一些研究的结果，读者可以从中了解到混合有限元方法的发展新动向.
本书内容丰富,编排上采用循序渐进方式,先从典型的问题着手,再进行分析讨论,导出有关理论
方法,易于读者理解掌握.本书既适合理科和工科院校相关专业的研究生或本科生作为教材，又
可以作为从事数值分析的工程技术人员自学和进修计算方法的参考书.
========================================================================
期刊介绍：Journal of Algorithms and Computational Technology
Date: Tue, 11 Apr 2006 14:25:25 +0100
From: "LAI, Choi-Hong" <C.H.Lai@gre.ac.uk>
Journal of Algorithms and Computational Technology
ISSN 1748-3018
Multi-Science Publishing Company
www.multi-science.co.uk
First issue: March 2007
Editor
C.-H. Lai
School of Computing and Mathematical Sciences
University of Greenwich, UK
Email: C.H.Lai@gre.ac.uk
Tel: +44 20 8331 8712
Fax: +44 20 8331 8665
Editorial Board
Europe representative:
F. Magoules, Universite Henri-Poincare France
Asia representative:
T. Tao, The Hong Kong Baptist University, China
North America representative:
V. Voller, University of Minnesota, USA
Board members:
T. Alexandra, Queen Mary, University of London, UK
X.-C. Cai, University of Colorado, Boulder, USA
S. Cox, University of Southampton, UK
C. C. Douglas, Yale University, USA
M. S. Espedal, University of Bergen, Norway
Q. Guo, Wuhan University of Technology, China
T. Kako, The University of Electro-Communications, Japan
G. Lube, University of Gottingen, German
Y. Maday, Universit?Paris VI, France
L. Pavarino, University of Milano, Italy
K. A. Pericleous, University of Greenwich, UK
S. Vandewalle, Katholieke Universiteit Leuven, Belgium
A.E.P. Veldman, Groningen University, the Netherlands
A. Y. Zomaya, The University of Western Australia, Australia
Aims
The journal aims to serve an interdisciplinary community which
needs to use mathematical techniques in the development of
computational analysis and engineering methodology, in order to
better solve real life problems in areas including engineerng,
science, noise, vibration, energy, business and finance, etc.
It also aims to bridge the subject areas of mathematics, classical
computer science, engineering, and future generation computational
analysis.
Scope
The journal is fundamentally different from many journals of
numerical analysis, computational analysis, and algorithms.
The acceptance of papers is judged on the use of mathematical
techniques and/or engineering methodology in the computational
analysis, and in the engineering of the solutions and simulations
of complex industrial and real life systems.
Articles describing carefully tested computational techniques,
including post-processing visualisation, for real life systems
are welcome on the basis of the above criteria.
Articles dealing with mathematical models, computational analysis,
and computational processes, must be driven by applications with
industrial and real life relevance and are judged on the basis of
the above criteria.
Longer papers which survey recent progress in the field of
computational technology and algorithms are also published.
Articles dealing with numerical analysis or mathematical analysis
alone will not be accepted.
The journal will be published quarterly. The first issue will
appear in Spring 2007.
Call for papers
Manuscripts for the founding issue and further issues should be
sent as a single pdf file to the editor, C.H.Lai@gre.ac.uk, for
review. Instructions to authors may be found in
www.multi-science.co.uk/gen_authors.htm
Subscription form and a pdf leaflet are temporary located in
http://cms-stu-iis.gre.ac.uk/lc01/editorial_office/jact/JACTleaflet-170206.pdf
========================================================================
数学系介绍: 五邑大学应用数学学科
摘自中国数学与系统科学信息网
http://www.chinamath.cn/
五邑大学应用数学学科是校十个重点学科之一。本学科现有教授7人，副教授6人，
其中博士2人，是一支知识结构、年龄结构、学术梯队均合理的学术队伍。她依
托数学教育和信息与计算科学两个本科专业方向和应用数学硕士点，同时依托应
用数学研究所、软件研究所，在学校的强有力支持下，该学科近年来，科研成果
丰硕、教学成果突出，近年来，学科成员主持国家自然科学基金项目5项，参加
国家自然科学基金项目9项，主持省部级基金项目10多项，出版学术专著与教材
12部，在核心以上刊物发表学术论文180多篇，其中SCI、EI、ISTP收录40多篇。
获国家级与省部级奖励 8项。
应用数学学科已经形成了三个稳定、各具特色的研究方向。
一）以白世忠教授（学科负责人）、谢祥云教授（系主任）为代表的研究方向：
不确定性数学理论及其应用。本研究方向主要从不确定性数学之模糊拓扑，
半群中的模糊理论，粗糙集理论，随机数学及其它们的应用开展研究。为理论
计算机、模糊推理、模糊决策，模式识别和编码理论等方面提供理论基础。本
研究方向在模糊拓扑，半群中的模糊理论等方面基本形成了自己的研究特色，
做出了一些有影响的研究成果。
二）以陈世权教授、赵耀庆教授、谢祥云教授为代表的研究方向：
计算智能的理论与应用研究。本研究方向以数学为基础，结合信息处理技术、
计算机技术与认识科学，主要开展计算智能的理论与应用研究。理论研究：
着重研究认知信息处理的理论与方法，特别是模糊信息的认知结构及其处理
方法。在国内外，首先提出了模糊信息的认知结构等理论，引起国内外学者
的关注。应用研究：主要将计算智能应用于故障诊断与管理科学。在国内外，
率先提出了智能诊断的概念与方法，建立了智能化诊断方法、管理方法，具
有显著特色。
三）以谭海鸥教授、钱能生教授、梁浩云教授为代表的研究方向：
算子理论及其应用。本方向将以Hilbert空间上的算子理论为基础，在进一
步扩展和深入分析复合算子理论的前提下，重点研究算子理论在Toeplitz算
子、Hankel算子等积分算子在Bergman空间、Hardy空间、BOM空间及其若干
子空间上的影响与作用，从而进一步探讨各类复函数空间的结构、性质及相
互联系；非线性、弹性、弹塑性理论变分问题中的各类非齐次及非线性算子
的性质及其在求解中的应用；非线性算子的不动点定理及其在Banach 空间
的非线性微分方程和积分方程中的应用。
网址: http://math.wyu.edu.cn/
========================================================================
期刊内容: Communications in Computational Physics (Vol.1, No.2, 2006)
Date: Sat, 1 Apr 2006 13:50:58 +0800 (HKT)
From: Commun. Comput. Phys. <cicp@global-sci.com>
Communications in Computational Physics
http://www.global-sci.com
http://www.global-sci.com/issue/contents/
Volume 1, Number 2
Published in April 2006
Review Article:
Bram van Leer
Upwind and High-Resolution Methods for Compressible Flow: From Donor Cell to
Residual-Distribution Schemes.
Commun. Comput. Phys., 1 (2006), pp. 192-206.
Regular Articles:
T. Y. Hou, V. G. Stredie and T. Y. Wu
A 3D Numerical Method for Studying Vortex Formation Behind a Moving Plate.
Commun. Comput. Phys., 1 (2006), pp. 207-228.
Tiejun Yu and Wei Cai
FIFA -- Fast Interpolation and Filtering Algorithm for Calculating Dyadic
Green's Function in the Electromagnetic Scattering of Multi-Layered
Structures.
Commun. Comput. Phys., 1 (2006), pp. 229-260.
Takayuki Utsumi, Takayuki Aoki, James Koga and Mitsuru Yamagiwa
Solutions of the 1D Coupled Nonlinear Schrodinger Equations by the CIP-BS
Method.
Commun. Comput. Phys., 1 (2006), pp. 261-275.
Weizhang Huang
Mathematical Principles of Anisotropic Mesh Adaptation.
Commun. Comput. Phys., 1 (2006), pp. 276-310.
Youichi Ogata, Takashi Yabe and Kouichi Odagaki
An Accurate Numerical Scheme for Maxwell Equation with CIP-Method of
Characteristics.
Commun. Comput. Phys., 1 (2006), pp. 311-335.
Bu-Yang Li, Nan-Sheng Liu and Xi-Yun Lu
Direct Numerical Simulation of Vertical Rotating Turbulent Open-Channel Flow
with Heat Transfer.
Commun. Comput. Phys., 1 (2006), pp. 336-361.
H. T. Banks, K. Ito and J. Toivanen
Determination of Interrogating Frequencies to Maximize Electromagnetic
Backscatter from Objects with Material Coatings.
Commun. Comput. Phys., 1 (2006), pp. 362-382.
------------------------------
End of CAM Digest
本期到此结束