期刊名称:COMPLEX VARIABLES AND ELLIPTIC EQUATIONS

ISSN:1747-6933
出版频率:Monthly
出版社:TAYLOR & FRANCIS LTD, 2-4 PARK SQUARE, MILTON PARK, ABINGDON, England, OXON, OX14 4RN
  出版社网址:http://www.tandf.co.uk/
期刊网址:http://www.tandf.co.uk/journals/journal.asp?issn=1747-6933&linktype=145
影响因子:0.846
主题范畴:MATHEMATICS

期刊简介(About the journal)    投稿须知(Instructions to Authors)    编辑部信息(Editorial Board)   



About the journal

Complex Variables and Elliptic Equations is devoted to complex variables and elliptic equations including linear and nonlinear equations and systems, functional theoretical methods and applications, functional analytic, topological and variational methods, spectral theory, sub-elliptic and hypoelliptic equations, multivariable complex analysis and analysis on Lie groups, homogeneous spaces and CR-manifolds.

 

The Journal was formally published as Complex Variables Theory and Application.

All published research articles in this journal have undergone rigorous peer review, based on initial editor screening and anonymous refereeing by independent expert referees.

 

Complex Variables and Elliptic Equations is abstracted in: British Library Inside; EBSCO Databases; Mathematical Reviews/MathSciNet; New Jour; SciBase; Science Citation Index Expanded; Scopus; Zentralblatt MATH/Mathematics Abstracts; and Zetoc.


Instructions to Authors

The instructions below are specifically directed at authors who wish to submit a manuscript to Complex Variables and Elliptic Equations. More general information regarding publishing with Taylor & Francis can be found in the Publish with Us section of our website and in the Taylor & Francis Authors' Charter.

Complex Variables and Elliptic Equations considers all manuscripts on the strict condition that they have been submitted only to Complex Variables and Elliptic Equations, that they have not been published already, nor are they under consideration for publication or in press elsewhere.

Contributions to Complex Variables and Elliptic Equations must report original research and will be subjected to review by referees at the discretion of the Editorial Office.

Manuscript preparation

1. General guidelines

Papers written in English are preferred, but French and German manuscripts will be accepted if an English summary of 300 words is also supplied.

British English spelling and punctuation is preferred.

Manuscripts should be compiled in the following order: main text; acknowledgments; appendixes (as appropriate); references; table(s) with caption(s) (on individual pages); figure caption(s) (as a list).

Abstracts of up to 200 words are required for all papers submitted.

Each paper should have 2 to 6 keywords. In addition to keywords, authors are encouraged to provide 2 to 6 AMS 2000 Mathematics Subject Classification codes.

Section headings should be concise and numbered sequentially, using a decimal system for subsections.

One author should be identified as the Corresponding Author.

Biographical notes on contributors are not required for this journal.

For all manuscripts non-discriminatory language is mandatory. Sexist or racist terms should not be used.

Authors must adhere to SI units. Units are not italicised.

When using a word which is or is asserted to be a proprietary term or trade mark, authors must use the symbol ® or ™.

2. Style guidelines

Description of the Journal's article style

Description of the Journal's reference styles

Guide to using mathematical symbols and equations

Latex Template (Please save the LaTeX template to your hard drive and open it for use by clicking on the icon in Windows Explorer). If you have files created in LaTeX, please convert these to Postscript or PDF before uploading.

3. Figures

We welcome figures sent electronically, but care and attention to these guidelines are essential as importing graphics packages can often be problematic.

Figures must be saved individually and separate to text. Please do not embed figures in the paper file.

Avoid the use of colour and tints for purely aesthetic reasons.

Figures should be produced as near to the finished size as possible.

All figures must be numbered in the order in which they appear in the paper (e.g. figure 1, figure 2). In multi-part figures, each part should be labelled (e.g. figure 1(a), figure 1(b)).

Figure captions must be saved separately, as part of the file containing the complete text of the paper, and numbered correspondingly.

The filename for the graphic should be descriptive of the graphic, e.g. Figure1, Figure2a.

Files should be saved as one of the following formats: TIFF (tagged image file format), PostScript or EPS (encapsulated PostScript), and should contain all the necessary font information and the source file of the application (e.g. CorelDraw/Mac, CorelDraw/PC).

Please note that it is in the author's interest to provide the highest quality figure format possible. Please do not hesitate to contact our Production Department if you have any queries.

4. Colour

The Journal has no free colour pages within its annual page allowance. Authors of accepted papers who propose publishing figures in colour in the print version should consult Taylor & Francis at proof stage to agree a financial contribution to colour reproduction costs. Figures that appear in black-and-white in the print edition of the Journal will appear in colour in the online edition, assuming colour originals are supplied.

5. Reproduction of copyright material

As an author, you are required to secure permission if you want to reproduce any figure, table, or extract from the text of another source. This applies to direct reproduction as well as 'derivative reproduction', where the contributor has created a new figure or table that derives substantially from a copyrighted source. Authors are themselves responsible for the payment of any permission fees required by the copyright owner. Copies of permission letters should be sent with the manuscript upon submission to the Editor(s).

Copyright permission letter template

6. Supplementary online material

Authors are welcome to submit animations, movie files, sound files or any additional information for online publication.

Information about supplementary online material

Manuscript submission

All submissions should be made online at the Complex Variables and Elliptic Equations Manuscript Central site. New users should first create an account. Once a user is logged into the site submissions should be made through the Author Centre. Online user guides and access to a helpdesk are available on this website.

 

LaTeX files should be converted to PDF prior to submission because Manuscript Central is not able to convert LaTeX files into PDFs directly and this PDF should be uploaded as the main document. The original LaTeX files should also be uploaded as supplementary data.

 

Copyright and authors' rights

It is a condition of publication that authors vest or license copyright in their articles, including abstracts, in Taylor & Francis Ltd. This enables us to ensure full copyright protection and to disseminate the article, and of course the Journal, to the widest possible readership in print and electronic formats as appropriate. Authors retain many rights under Tylor & Francis rights policies, which can be found here. Authors are themselves responsible for obtaining permission to reproduce copyright material from other sources. 

Exceptions are made for Government employees whose policies require that copyright cannot be transferred to other parties. We ask that a signed statement to this effect is submitted when returning proofs for accepted papers.

Further details and FAQs on Taylor & Francis's policy on copyright and authors' rights

Reprints

Corresponding authors will receive free online access to their article through our website (www.informaworld.com). Reprints of articles published in the Journal can be purchased through Rightslink® when proofs are received. If you have any queries, please contact our reprints department at reprints@tandf.co.uk.

Page charges

There are no page charges to individuals or institutions.

iOpenAccess

Authors whose manuscripts have been accepted for publication have the option to pay a one-off fee to make their article free to read online via the Complex Variables and Elliptic Equations website. Choosing this option also allows authors to post their article in an institutional or subject repository immediately upon publication.


Editorial Board

Editor-in-Chief

Robert P. Gilbert - Department of Mathematical Sciences, University of Delaware, Newark, DE 19716 USA
Tel: +1 (302) 831 2653 Fax: +1 (302) 831 4511
Email:
gilbert@math.udel.edu


Senior Editors:


Heinrich Begehr - Freie Universität Berlin, Institut für Mathematik, Animallee 2-6, 14195 Berlin, Germany

Email: begehr@math.fu-berlin.de

 

Massimo Lanza de Cristoforis - Dipartimento de Matematica Pura ed Applicata, Via Trieste 63, 35121 Padova, Italy

Email: cveeij@gmail.com

 

Alexander Pankov - Department of Mathematics, Morgan State University, 1700 E Cold Spring Lane, Baltimore, Maryland 21251, USA

Email: alexapankov@gmail.com


Honorary Editors


P. L. Duren - University of Michigan, USA
Frederick Gehring - University of Michigan, USA
W. K. Hayman - Imperial College London, UK
Christian Pommerenke - Technische Universität Berlin, Germany

 

Editorial Board

T. Bartsch - Universität Gießen, Germany
C. A. Berenstein - University of Maryland, USA
W. Bergweiler - Universität Kiel, Germany
O. Çelebi - Middle East Technical University, Turkey
J. Du - Wuhan University, China

P. Greiner - University of Toronto, Canada
B. Gustafsson - Royal Institute of Technology, Sweden
S. Ivashkovich - University of Lille-1, France
D. Khavinson - University of South Florida, USA
W. Koepf - Universität Kassel, Germany
S. G. Krantz - Washington University in St. Louis, USA

J. Leiterer - Humboldt-Universität, Germany
V. Maz'ya - Linköping University, Sweden
U. Mosco - Worcester Polytechnic Institute, USA

G. Panasenko - Université Jean Monnet, France

P. Pucci - Universitá degli Studi di Perugia, Italy
V. S. Rabinovich - Instituto Politécnico Nacional, Mexico
V. Radulescu - University of Craiova, Romania
M. A. Ragusa - Universitá degli Studi di Catania, Italy
J. Ryan - University of Arkansas, USA
M. Sakai - Tokyo Metropolitan University, Japan
H. Shahgholian - Royal Institute of Technology, Stockholm, Sweden
T. Shaposhnikova - Linköping University, Sweden
F. Sommen - Universiteit Gent, Belgium
W. Tutschke - Technische Universität Graz, Austria
G. C. Wen - Peking University, China
M.W. Wong - York University, Canada
Y. Xu - University of Louisville, USA
C.C. Yang - The Hong Kong University of Science and Technology, China
D. Zubrinic - University of Zagreb, Croatia


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