The Mediterranean Journal of Mathematics (MedJM) is a publication issued by the Department of Mathematics of the University of Bari. The new journal replaces the Conferenze del Seminario di Matematica dell’Università di Bari which has been in publication from 1954 until 2003. The Mediterranean Journal of Mathematics aims to publish original and high-quality peer-reviewed papers containing significant results across all fields of mathematics. The submitted papers should be of medium length (not to exceed 20 printed pages), well-written and appealing to a broad mathematical audience. In particular, the Mediterranean Journal of Mathematics intends to offer mathematicians from the Mediterranean countries a particular opportunity to circulate the results of their researches in a common journal. Through such a new cultural and scientific stimulus the journal aims to contribute to further integration amongst Mediterranean universities, though it is open to contribution from mathematicians across the world. Bibliographic Data Mediterr. J. Math. First published in 2004 1 volume per year, 6 issues per volume approx. 2200 pages per volume Format: 15.5 x 23.5 cm ISSN 1660-5446 (print) ISSN 1660-5454 (electronic) AMS Mathematical Citation Quotient (MCQ): 0.50 (2017)
Mediterranean Journal of Mathematics
Description
Identifiers
ISSN | 1660-5446 |
e-ISSN | 1660-5454 |
DOI | 10.1007/9.1660-5454 |
Publisher
Springer International Publishing
Additional information
Data set: Springer
Articles
Mediterranean Journal of Mathematics > 2020 > 17 > 1 > 1-24
In this paper, we prove some results concerning the loxodromes on an invariant surface in a three-dimensional Riemannian manifold, a part of which generalizes classical results about loxodromes on rotational surfaces in $${{\mathbb {R}}}^3$$ R3 . In particular, we show how to parametrize a loxodrome on an invariant surface of $${\mathbb {H}}^2\times {{\mathbb {R}}}$$ H2×R and $${\mathbb {H}}_3$$...
Mediterranean Journal of Mathematics > 2020 > 17 > 1 > 1-22
This paper is devoted to introducing coarse structures in a very simple way, namely as an equivalence relation on the set of simple ends. As an application we show that Gromov boundary of every hyperbolic space is an example of a Higson corona and each Freudenthal compactification is an example of a Higson compactification.
Mediterranean Journal of Mathematics > 2020 > 17 > 1 > 1-16
This paper aims to investigate the global $$O(t^{-\alpha })$$ O(t-α) synchronization of a class of fractional-order non-autonomous neural networks with time delay. Using centralized data-sampling principle and the theory of fractional differential equations, sufficient criteria for the $$O(t^{-\alpha })$$ O(t-α) synchronization is derived. Centralized data-sampling control is applied in the drive-response-based...