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Journal of Mathematical Physics, Analysis, Geometry publishes original articles and reviews on important problems of Mathematical Physics, Analysis, Geometry. The main subjects of the Journal are:

  • mathematical problems of modern physics
  • complex analysis and its applications
  • asymptotic problems of differential equations
  • spectral theory of operators including inverse problems and their applications
  • geometry on large and differential geometry
  • functional analysis, theory of representations and operator algebras including ergodic aspects.

    • Manuscript of the paper should be submitted in electronic version and contain:
    - article title, the author's abbreviated first and patronymic (if any) names, and last name, abstract (at most 10 lines) written in Russian, Ukrainian and English;
    - complete postal address of the affiliation where the work was done, e-mail address, keywords and the 2000 Mathematics Subject Classification

    Electronic version of manuscript should be prepared LaTEX2e, PDF (or PS) and sent via mail to mpag@ilt.kharkov.ua. Manuscript prepared in > format must be a single file. The file should begin with the command \documentclass[11pt]{article} and the page width should be 135 mm and its length 196.5 mm. Authors are requested to use only standard style packages (amsmath, amssymb, latexsym, amsthm, amscd, euler, epsfig, graphics), introduced by the command \usepackage{name}as will as language packages (babel, fontens, inputenc) and not to use the commands \input{name}, \include{name}for loading additional files.

    Headings Theorem, Lemma, Proposition, Definition, Corollary should be typed in boldfase, corresponding formulations in italic, and headings P r o o f, R e m a r k, E x a m p l e with spacing.

    The numbers of displayed Equations should be on the right of the text.
    Graphical file of figures are to be CDR or EPS files.
    References should be given at the end of the paper, following the example below.

    1. A.A. Goldberg, I.V. Ostrovsky. Distribution of values of meromorphic functions. Nauka. Moscow (1970). 592 p.

    2. V.N. Berestovsky. Borsuk problem of metrization of a polyhedron. Dokl. AN SSSR (1983), v. 268, No.2, p. 273-277

    3. B.Ya. Levin. Subharmonic majorants and their applications. Proceedings of All-Union Conf. Theor. Functions, ILTP UkrSSR Acad. Sci., Kharkov (1971), p. 117-120

    4. M.V. Goncharenko, L.V. Berliand. Averaging over the equation of diffusion in porous absorbing medium. In: Theory of functions, functional analysis and their application. (1989), v.52, p. 112-121

    The manuscript should de signed by all the authors, and at the end there should be indicated the author to be contacted to.

    The author will receive proofs and is requested to make the necessary corrections, sigh them and return within a short time.