Guide for Authors
Manuscripts should preferably be submitted via the Web submission site
only.
Please note that International Journal Of Nonlinear Differential Equation considers only computationally oriented articles or
application articles in areas *outside* the traditional domains of
physics and engineering. Furthermore, International Journal of Nonlinear Differential Equation does not consider papers on
cryptography.
Upon acceptance of an article by the journal, the author(s) will be
asked to transfer copyright of the article to the publisher. This
transfer will ensure the widest possible dissemination of information
under the Copyright Law.
The manuscript should be organized as follows:
Title page: Include title, authors, affiliations of
authors, and address for correspondence and proofs. If the title exceeds
45 characters, include a short running title.
Abstract: Include a short one -paragraph abstract of up
to 200 words (or, in the case of a very long paper, 300 words).
Keywords: Include a list of 5 to 10 keywords or phrases
that best describe the overall contents of the article for indexing and
retrieval purposes.
Notation: Use typewritten letters, numbers, and symbols
wherever possible. Identify special symbols when they first occur,
including boldface, script letters, etc. Distinguish between the Arabic
number "1" and the letter "l" and between zero and the letter "O",
capital or lower case, whenever confusion might result.
Tables: Should be typed on separate sheets. Arabic
numerals should be used in numbering tables.
References: Citation of references in the text is
indicated by full-sized bracketed numbers, i.e., [1]. References should
be listed at the end of the article in the ORDER CITED in the text, and
should conform to the following style.
Journal: J. S. Bramley, The numerical solution of unstable ordinary
differential equations. Appl. Math.Comput. 4:307-316 (1978).
Book: R. Varga, Matrix Interactive Analysis. Prentice-Hall, Englewood
Clifs, NJ, 1962, p.219.
Chapter of Book: K. Fan, On systems of linear inequalities, in Linear
Inequalities and Related Systems (H.W. Kuhn and A.W. Tucker, Eds.),
Annals of Mathematics Studies, No. 38, Princeton Univ. Press, 1950.
Theses and Reports: B.E. Cain, Inertia Theory for Operators on a Hilbert
Space. Ph.D. Thesis, Univ. Of Wisconsin, Madison, WI, 1968.
Figures. Illustrations should be submitted as original
line drawings or glossy photostats of originals, as professionally done
as possible, complete and ready for photoreproduction. Lettering and
data points should be large enough so when reduced to fit on the journal
page (4 5/16 in. width x 7 in. depth maximum) they can be read with
ease. Figure captions should appear on a separate sheet.