Journal profile

Theory in biosciences = Theorie in den Biowissenschaften

Publisher: Urban & Fischer
ISSN1431-7613 | 1611-7530 FormatPrint StatusCurrently indexed

Journal Citation Impact

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

Impact Factor
3.08
Citation rate 2.98 133 total citations
h5-index 15 h5 depth signal
Cited share 74.5% 38 of 51
Total citations 133 Citation footprint
Metric signal 2.40 External metric anchor
Self-citation 3.0% 4 self-citations

Citations Trend

Monthly Publications Cadence

Citing Geographic Demographics

Germany 52
United States 48
India 31
China 23
France 17

Citing Fields of Research

Numerical Methods 60
History & Philosophy Of Science 43
Evolutionary Genomics 43
Differential Equations 42
Genetics & Genomics 38

Publishing Activity & Reach

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

All-time article footprint 758 Articles tracked across the journal lifetime
Indexed publication set 51 38 cited publications
Last 12 months 46 4.2 publications/month
Open access share 17.4% 8 OA publications in the last year
Leading citing country Germany 52 citing publications
Leading citing field Numerical Methods 60 citing publications
Latest tracked publication 16 October 2026 10 recent records available

Coverage & Indexing History

MEDLINE
v124n1, Aug. 2005-
PubMed
v124n1, Aug. 2005-

Research Focus & Classification

Indexed Subjects

Numerical Methods Differential Equations Philosophy Economics Nucleic Acids Chemistry Genetics & Genomics Mathematical Theory

Broad Categories

Biology Numerical Methods Differential Equations Nucleic Acids Chemistry Genetics & Genomics Evolutionary Genomics History & Philosophy Of Science

MeSH Descriptors

Biological Science Disciplines Biology

Latest Publications

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

10
Mati Ur Rahman, Sonia Akram, Laila A. Al-Essa et al.
In this article, we study a nonlinear neuron membrane model describing the propagation of action potentials along nerve fibers, incorporating nonlinear elastic effects and higher–order dispersion. By applying the Hirota bilinear transfor...

Bibliographical & Catalog Notes

Title from cover.

Also issued online.

English and German.