Universität Leipzig
Fakultät für Mathematik und Informatik
Mathematisches Institut

ZAA –

Zeitschrift für Analysis und ihre Anwendungen Journal for Analysis and its Applications

• The Journal for Analysis and its Applications aims at disseminating theoretical knowledge in the field of analysis and, at the same time, cultivating and extending its applications. To this end, it publishes research articles on differential equations, functional analysis and operator theory, notably with applications to mechanics, physics, engineering and other disciplines of the exact sciences.

• J. Appell (Mathematical Institute, Würzburg University, Germany)
  M. Günther (Mathematical Institute, Leipzig University, Germany)
  St. Luckhaus (Mathematical Institute, Leipzig University, Germany)

• H.-P. Gittel (Mathematical Institute, Leipzig University, Germany)

• P. Drábek (Pilsen), J. Frehse (Bonn), M. Frigon (Montreal), R. P. Gilbert (Newark), H. Freistühler (Konstanz), H. Ishii (Waseda), J. Ize Lamache (Mexico), S. Jiang (Beijing), R. Klötzler (Leipzig), P.-L. Lions (Paris), T.-P. Liu (Stanford), K. Masuda (Tokyo), J. Mawhin (Louvain-la-Neuve), V. G. Maz'ya (Linköping/Liverpool), U. Mosco (Worcester), S. Müller (Bonn), S. Reich (Haifa), S. Rolewicz (Warsaw), C. Sbordone (Napoli), D. Serre (Lyon), B. Sandstede (Surrey), V. Totik (Szeged), H. Triebel (Jena), L. Truskinovski (Palaiseau), W. Tutschke (Graz), A. E. Tzavaras (Heraklion), G. M. Vainikko (Tartu), L. von Wolfersdorf † (Freiberg), K. R. Zumbrun (Bloomington)

• One volume per year with 4 issues.

• The journal is available from European Mathematical Society Publishing House.
• The annual subscription rate is 190 € (suggested retail price) plus 20 € for postage and handling, including one paper copy and access to the electronic edition according to your IP address specifications.

• We appreciate papers being written in English, in exceptional cases in French or German. In order to get accepted for publication a paper should be a new and significant contribution to mathematics within the scope of this journal. Upon submission, authors should indicate a member of the Editorial Board close to the topic of the paper. With the acceptance of a paper for publication all rights related to the reproduction pass to the Journal.

• Papers are expected to be written in LaT_EX using the ZAA class file and usually not to exceed 20 pages.
• We prefer electronic submission of a manuscript. In this case a PostScript, PDF, DVI or T_EX file should be sent via e-mail to ...@math.uni-leipzig.de.
• Otherwise, three hardcopies of the paper should be submitted to
  
  
  • ZAA – Editorial Office
    Mathematical Institute
    Leipzig University
    Postfach 10 09 20
    04009 Leipzig
    Germany
    ...@math.uni-leipzig.de
    
    
  or to any of the Managing Editors.

• No page charge is made. A total of 30 reprints of each contribution will be send to the corresponding author free of charge.

• A manuscript should be well and clearly written. In order to avoid unnecessary difficulties or delay in printing, authors are strongly encouraged to follow the instructions and to use our LaT_EX class file. The standard LaT_EX and AMS-LaT_EX constructions should be used for formatting. The use of self-made macro definitions is strongly discouraged.
  
  A short description in Postscript and PDF format and a template file are available. The files are also available as tar and zip archive.
  
  Please submit your manuscript as one LaT_EX file, not splitted in several files.