Journal profile

Mathematical biosciences and engineering : MBE

Publisher: AIMS Press
ISSN1547-1063 | 1551-0018 FormatPrint StatusCurrently indexed

Journal Citation Impact

Estimated influence, citation density, publishing volume, and citation integrity from the analytics table.

Impact Factor
3.66
Citation rate 2.56 2,773 total citations
h5-index 49 h5 depth signal
Cited share 71.3% 796 of 1,116
Total citations 2,773 Citation footprint
Metric signal 2.45 External metric anchor
Self-citation 1.4% 39 self-citations

Citations Trend

Monthly Publications Cadence

Citing Geographic Demographics

China 2,286
United States 438
Saudi Arabia 154
India 148
Canada 127

Citing Fields of Research

Numerical Methods 1,153
AI & Machine Learning 905
Differential Equations 568
Computer Vision & Graphics 377
Statistical Methods 250

Publishing Activity & Reach

Volume, recency, access pattern, and citing-community signals from the journal analytics record.

All-time article footprint 4,395 Articles tracked across the journal lifetime
Indexed publication set 1,116 796 cited publications
Last 12 months 102 102.0 publications/month
Open access share 70.6% 72 OA publications in the last year
Leading citing country China 2,286 citing publications
Leading citing field Numerical Methods 1,153 citing publications
Latest tracked publication 1 January 2026 10 recent records available

Coverage & Indexing History

MEDLINE
v4n1, Jan. 2007-
PubMed
v4n1, Jan. 2007-

Research Focus & Classification

Indexed Subjects

Numerical Methods

Issuing & Sponsoring Bodies

Contributor
American Institute of Mathematical Sciences
Contributor
Beijing hang kong hang tian da xue

Broad Categories

Biology Biomedical Engineering Numerical Methods Supply Chain & Logistics Control & Automation Engineering Computer Vision & Graphics AI & Machine Learning Virology

MeSH Descriptors

Biology Engineering Mathematics

Latest Publications

Recent article records with DOI-first linking and condensed abstracts.

08
Rim Adenane, Florin Avram, Andrei-Dan Halanay et al.
We establish a Perron–Frobenius threshold theorem for positive chemical ODEs, and apply it to a family of bilinear epidemic models with rank-one next-generation matrices (NGMs). The main results are: (ⅰ) the Jacobian on every siphon face...

Bibliographical & Catalog Notes

Title from cover.

Latest issue consulted: Vol. 1, no. 2 (Sept. 2004).

Print issues ceased with v. 6, no. 4 (2009).

Vol. 1 complete in two issues.

Also issued online.

Joint journal of American Institute of Mathematical Sciences and Beihang University.

v. 1, no. 1 (June 2004)20070517 Notice published Printed on acid-free paper