Enumeration of inversion sequences according to the outer and inner perimeter
Toufik Mansour
Profil Orcid oraz Results on E -quasiconvex Functions for a linear map E
Ayache Benhadid
Profil Orcid oraz Controlling a demographic wave in defined contribution pension systems
Comparison of disposal strategies in linear reverse logistics models
Imre Dobos
Profil Orcid The expected number of distinct consecutive patterns in a random permutation
The longest increasing subsequence in involutions avoiding 3412 and another pattern
Authors who intend submit a paper have to send it in pdf format to the e-mail address luca.ferrari@unifi.it (section Algebra and Theoretical Computer Science) or magyarkuti@uni-corvinus.hu (section Mathematics of Optimization)
Each paper will be thoroughly refereed by one or two international referees. The submitted paper has to:
- be in pdf format;
- be written in English using the standard LaTeX2e class article.cls;
- possibly be without footnotes;
- contain in the first page the title, the authors and their addresses;
- have an abstract with at most 100 words;
- have the form of the references expressed in the style of Mathematical Review.
To assist the referees, a copy of any unpublished reference should be attached.
Authors are encouraged to submit their manuscripts accepted for publication in LaTeX. The source file must not contain user-defined commands! Figures must be attached in postscript format.
The journal does not have article processing charges (APCs) nor article submission charges.
Copyright
It is a fundamental condition for publication that submitted manuscripts have not been published, nor will be simultaneously submitted or published elsewhere. By submitting a manuscript, the authors agree that the copyright for their article is transferred to the publisher if and when the article is accepted for publication.
Open Access Statement
This is an open access journal that provides free, immediate, and unrestricted online access to all its published content for readers around the world.