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Online ISSN: 1793-7434

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For Authors: Guidelines for Contributors
Note to authors
IMPORTANT: Author's responsibilities
NEW: WorldSciNet OPEN ACCESS
Submission
Authors should submit their papers electronically preferably in .pdf format to the most appropriate editor (the fields of specialities of each editor are listed in the Editorial board).

Language
Contributions can be in English, French or German and must meet common standards of usage and grammar.

Abstract
Every paper should have an abstract of less than 300 words in which the context, content and conclusions of the paper are summarized. Keywords and AMS subject classification should also be given.

Originality
Submission of a paper implies that it has not been published, and is not being considered for publication in another journal.

Copyright
Once a paper has been accepted for publication, the authors are assumed to have the copyright transferred to World Scientific Publishing Company.

Acknowledgement and Refereeing
All online submissions will be acknowledged. If it is obvious to the editor concerned that the subject matter of the paper is not appropriate, the corresponding author will be notified immediately. Otherwise the paper will be refereed.

Page Charges and PDF File
There will be no page charge for the journal. The corresponding author of each published paper will receive free pdf file for his/her own noncommercial use only.

References
References should be listed in alphabetical order of the first author's name and are cited by the corresponding number in square brackets in the text. For journal references, the standard abbreviations for journal names should be used. Please refer to the following examples:
  1. 1. N. Bellomo and L. M. de Socio, Initial boundary value problems for the semidiscrete Boltzmann equation, J. Math. Anal. Appl. 128 (1987) 112-124.
  2. H. Cabanes, Global solution of the discrete Boltzmann equation, in Mathematical Problems in the Kinetic Theory of Gases, eds. H. Neunzert and D. Pack (Lang Verlag, 1979), pp. 22-45.
  3. R. Gatignol, Theorie Cinetique des Gaz a Repartition Discrete des Vitesses, Springer Lect. Notes in Phys., Vol. 36 (Springer, 1975).
  4. E. Longo and N. Bellomo, On the semidiscrete Boltzmann equation with multiple collisions, in Symposium: Progress en Mecanique, Springer Lect. Notes in Phys., eds. R. Gatignol and Soubbaramayer, to appear.
  5. P. Resibois and M. De Leener, The Mathematical Theory of the Kinetic Theory of Fluids (Wiley, 1977).
  6. C. J. Van der Hoek, Contamination of a well in a uniform background flow, Report Dept. of Math., Agricult. Univ. Wageningen Technical Note 90-03 (1990).

Detailed instructions for preparation of manuscripts are available in: Latex2e (readme / Download)


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