期刊名称：ERGODIC THEORY AND DYNAMICAL SYSTEMS
 期刊简介(About the journal)
投稿须知(Instructions to Authors)
编辑部信息(Editorial Board)
About the journal
 Ergodic Theory and Dynamical Systems focuses on a rich variety of research areas which, although diverse, employ as common themes global dynamical methods. The journal provides a focus for this important and flourishing area of mathematics and brings together many major contributions in the field. The journal acts as a forum for central problems of dynamical systems and of interactions of dynamical systems with areas such as differential geometry, number theory, operator algebras, celestial and statistical mechanics, and biology.
Instructions to Authors
Ergodic Theory and Dynamical Systems
Editorial Policy
The journal welcomes high quality contributions on topics closely related to dynamical systems and ergodic theory. Submissions in the field of differential geometry, number theory, operator algebra, differential, topological, symbolic, measurable dynamics and celestial and statistical mechanics are especially welcome. Expository survey papers and reviews of relevant books will be published from time to time.
Submission of manuscripts
Two copies of the manuscript should be submitted to an Executive Editor whose interest is closest to the material of the article. In case of doubt authors may send manuscripts to the Managing Editors at the University of Warwick. A paper may also be submitted electronically in postscript form and as a TeX file as attachments to an email, i.e. not in the body of the email. If you are unable to do this, please submit the manuscript in printed form. The editor in charge of the paper will acknowledge receipt of the paper. It is important that authors inform the editor of any changes of postal and/or email address while their paper is under consideration. The editor will send the manuscript to the referee electronically, if possible, and also airmail a copy to him/her. However, the editor can decide if the material is inappropriate for the journal and will also make the final decision regarding acceptance or rejection. Should you need further information you should communicate in the first instance with the editor in charge of your paper. Submission of a paper is taken to imply that it has not been previously published and that it is not being considered for publication elsewhere. Authors of articles published in the journal assign copyright to Cambridge University Press (with certain rights reserved) and you will receive a copyright assignment form for signature on acceptance of your paper. The journal strongly recommends submission of accepted papers in LaTeX using the ETDS LaTeX class file. Papers that use this class file will be processed more efficiently. A LaTeX2e file etds.cls is available via anonymous ftp from the Cambridge University Press site at ftp://ftp.cup.cam.ac.uk/ in the directory ftp://ftp.cup.cam.ac.uk/pub/texarchive/journals/latex/etds-cls/. In case of difficulties with these files, please contact etds@sunrise-setting.co.uk or the Journal editorial office at etds@maths.warwick.ac.uk. Alternatively, authors may use "article" style.
On final acceptance of a paper, authors should send the LaTeX source code on disc including the figures (line figures only) and all author-defined macro and style files, to the Managing Editors, together with a hard copy produced using the same file. The publisher reserves the right to typeset any article by conventional means if the author's TeX code presents problems in production.
Typescript
Papers should be typed, double-spaced, on one side only and with generous margins. The pages must be numbered. The first page should give the title, the author's name and institution, and a short abstract intelligible to mathematicians. The title, while brief, must be informative (e.g. A new proof of the ergodic theorem, whereas Some applications of a theorem of Birkhoff would be useless).
Notation
It is important that mathematician's expressions are clear to a printer (who is not a mathematician). For instance nk (n sub k) is common usage, but avoid if possible using c sub n sub k. Fractions are generally best expressed by a solidus. Complicated exponents like $$ \exp\{z^2\sin\theta/(1 + y^2)\} $$ should be shown in this and no other way. In the typescript, italics, small capitals and capitals are specified by single, double and triple underlining. Bold-face types is shown by wavy underlining. It helps if displayed equations or statements which will be quoted later are numbered in order on the right of their line. They can then be referred to by, for example 'from (7)'. The author must enable the printer (if necessary by pencilled notes in the margin) to distinguish between similar symbols such as $o, O,{\rm o}, {\rm O}, O$; $x, {\rm X},\times$; $\phi, \Phi, \emptyset$; ${\rm l}, l$; $\varepsilon, \in$; $\kappa, k$ There is no need to underline Greek or script letters provided these are clearly typed. Any special symbols should be explained on a separate sheet of directions for the printer. If an author wishes to mark the end of the proof of a theorem, the sign $\Box$ may be used. Footnotes should be avoided.
Diagrams
Figures and drawings should be on separate sheets in black ink or produced by computer to comparable quality. Photocopies are acceptable only if they are as clear as the original. Symbols, legends and captions should be given on a transparent overlay. Each text figure must be numbered as Figure 1, Figure 2 ... and its intended position clearly indicated in the typescripts. The author's name in pencil must be on all separate sheets of diagrams. Figures should be used sparingly and only when they greatly clarify the exposition.
Tables
Tables should be numbered (above the table) and set out on separate sheets. Indicate the position of each in the text as for figures.
References
References should be collected at the end of the paper numbered in alphabetical order of the author's names. A reference to a book should give a title, in italics, and then in roman type the publisher's name and the place and year of publication;
[4]N. Dunford and J. T. Schwartz. Linear Operator. Part 1. Wiley, New York, 1958. A reference to a paper should give in italics the title of the periodical, the number of the volume and year, and the beginning and end pages of the paper. Titles should be abbreviated as in Mathematical Reviews: [6]. E. Littlewood. The 'pits effect' for functions in the unit circle. J. Analyse Math. 23 (1970) 236-268.
Proofs
Authors receive one set of proofs for correction. If excessive alterations to the original manuscript are requested after the paper has been typeset, the author will be charged the cost of resetting. For papers with more than one author the proofs are sent to the first named author unless the editor receives other instructions. It is important that proofs are corrected and returned promptly.
Offprints
50 offprints of each article will be supplied free to each first named author. Extra offprints may be purchased from the publisher if ordered at proof stage. ?Cambridge University Press 2002
(Revised 19/2/2008)
Instructions to Authors
instructions for anthors.pdf
Editorial Board
Editorial Board
Managing Editor
Professor Mark Pollicott
Mathematics Institute
University of Warwick
Coventry, CV4 7AL, UK
Professor S. van Strien
Mathematics Institute
University of Warwick
Coventry CV4 7AL
UK
etds@maths.warwick.ac.uk
Executive Editor
Professor M. Boyle
Department of Mathematics
University of Maryland
College Park
MD 20742
USA
Professor A. Fathi
Ecole Normale Supérieure de Lyon
Départment de Mathématique
46 Allee d’Italie
F-69364 Lyon Cedex 07
France
Albert.FATHI@umpa.ens-lyon.fr
Professor Francois Ledrappier
Department of Mathematics
University of Notre Dame
Notre Dame
IN 46556
USA
fledrapp@nd.edu
Professor M. Viana
Institute of Pure & Applied Mathematics
Estrada Dona Castorina 110
22.460 Rio de Janeiro RJ
Brazil
etds@impa.br
Survey Editor
Professor A. B. Katok
Department of Mathematics
The Pennsylvania State University
State College
PA 16802
USA
katok_a@math. psu.edu
Book Review Editor
Book Review Editor
Ergodic Theory and Dynamical Systems
Mathematics Institute
University of Warwick
Coventry CV4 7AL
UK
etds@maths.warwick.ac.uk
Editors
Professor Artur Avila
Paris University, France
Professor Dmitry Dolgopyat
University of Maryland, USA
Professor J. Franks
Northwestern University, USA
john@math.nwu.edu
Professor D. Fried
Boston University, USA
Professor H. Furstenberg
Hebrew University, Jerusalem, Israel
Professor Vadim Kaloshin
University of Maryland, USA
kaloshin@its.caltech.edu
Professor Dmitry Kleinbock
Brandeis University, USA
Professor Elon Lindenstrauss
Princeton University, USA
Professor C. Liverani
University of Rome II, Italy
Professor S. Mozes
The Hebrew University, Israel
mozes@math.huji.ac.il
Professor Ya. B. Pesin
The Pennsylvania State University, USA
pesin@math.psu.edu
Professor D. J. Rudolph
Colorado State University, USA
Daniel.Rudolph@ColoState.EDU
Professor D. Ruelle
Institut des Hautes Etudes Scientifiques, France
Professor N. Simányi
University of Alabama, USA
Professor Masato Tsujii
Kyushu University, Japan
Dr Anatolii M. Vershik
Steklov Mathematical Institute, St. Petersburg, Russia
Professor Amie Wilkinson
Northwestern University, USA
Professor J-C. Yoccoz
Collège de France, France
|
