International Press: Communications in Number Theory and Physics

Journals Communications in Number Theory and Physics Submissions

Communications in
Number Theory and Physics
Editors: R. Dijkgraaf, D. Kazhdan, M. Kontsevich, and S.-T. Yau
ISSN: 1931-4523 (print); 1931-4531 (online)
Issues: 4/year
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Guidelines for Submissions

Please submit your paper (as both tex file and pdf file) to Noriko Yui, Managing Editor, at cntp@intlpress.com.

You may also e-mail the tex file and pdf file to one of the editors (see Editorial Board listing). The editors will act promptly on each submitted paper.

Authors are encouraged to format their tex file using the journal's macro written in LaTeX 2e. The following specifications will insure that the page layout is compatible with the journal:

\documentclass[11pt]{article}

\textwidth=5in

\textheight=7.5in

Authors are also requested to submit the appropriate AMS Mathematics Subject Classification Numbers for their submission. For more information, please visit http://www.ams.org/msc/.

Copyright

By submitting a manuscript for publication to Communications in Number Theory and Physics, authors acknowledge that the work is original and is not being submitted to another journal. When a paper is accepted for publication, the author will be asked to transfer the copyright to International Press. Even if the copyright is transferred to the publisher, the authors and their employers will be permitted to reproduce their work for fair use, which should not include any profit making activity.

Prior to publication, authors are required to print and sign the International Press Consent to Publish and Copyright Agreement:

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Please FAX form to: (617) 623-3101, Attn: CNTP

Please also mail form to:

Communications in Number Theory and Physics

International Press

P.O. Box 43502

Somerville, MA 02143, USA

International Press will provide each contributing author with one bound copy of the journal issue and a PDF (electronic rendering) of the paper as published.

The hardcopy and electronic editions of Communications in Number Theory and Physics are protected by the copyright of International Press.