Papers for submission to ZAA should be written in English, in
exceptional cases in French or German.
Submission of a paper implies that:
It has not been published previously.
It is not being considered for publication elsewhere.
It will not be published elsewhere without permission.
In general, the length of the paper should not exceed 20 pages.
In order to get accepted for publication, a paper should be
a significant contribution to mathematics within the scope of this journal,
well and clearly written and
positively reviewed.
For the reviewing process, three hardcopies
of the manuscript are needed in case of submission via
ordinary mail. We prefer e-mail submission.
Authors are strongly encouraged to write their manuscripts in LaTEX
using the ZAA style file zaa.cls.
The standard LaTEX and AMS-LaTEX
constructions should be used for formatting. The use
of self-made macro definitions is strongly discouraged.
Pictures and graphics should be included and submitted as Postscript
(.ps or .eps) files. Other graphics formats may be inacceptable.
Abstract of the Paper
Citations inside the abstract should be expanded: not"as is known from [1] ..." but"as is known from A. Meier [Z. Anal. Anwend. 22 (2003) 3-45] ..."
Body of the Paper
Please try to
formulate statements (like theorems) self-contained and
well-structured,
explain abbreviations or avoid them and
formulate short headlines and avoid formulas within.
References
References should be in alphabetical order according to author and in
chronological order for
the same author. Use standard abbreviations for journals and series
(see, e.g., MathSciNet):
[1] Lokshin, A. A. and Rok, V. E., Fundamental solutions of the
wave equation with delayed time (in Russian). Dokl. Akad. Nauk SSSR
239 (1978), 1305 – 1308.
For books etc., please add publisher and place of publication.
For
proceedings or similar, please add the editors:
[2] Papanicolaou, G. S. and Varadhan, S. R. S., Boundary value
problems with rapidly oscillating random coefficients. In: Random
Fields (eds.: J. Fritz et al.). Amsterdam: North-Holland 1981, pp.
835 – 873.
[3] Podlubny, I., Fractional Differential Equations
(Math. in Sci. & Eng.: Vol. 198). New York: Academic Press 1999.
Final Check
Please check before submitting that:
The complete addresses and affiliations
of all authors are included, if possible with
e-mail address.
One author is indicated as corresponding author.
Title and abstract are well-chosen and informative.