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Mathematical Biosciences : Impact Factor & More

eISSN: 1879-3134pISSN: 0025-5564

Key Metrics

CiteScore
5.7
Impact Factor
< 5
SJR
Q2Applied Mathematics
SNIP
1.38
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Topics Covered on Mathematical Biosciences

Mathematical Biosciences Journal Specifications

Indexed in the following public directories

  • Web of Science Web of Science
  • Scopus Scopus
  • SJR SJR
Overview
Publisher ELSEVIER SCIENCE INC
Language English
Frequency Monthly
General Details
LanguageEnglish
FrequencyMonthly
Publication Start Year1967
Publisher URLVisit website
Website URLVisit website
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Recently Published Papers in Mathematical Biosciences

Threshold analysis for a diffusive SIS epidemic model with infection-age.
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Dynamical analysis of heterogeneous epidemic models with discrete and continuous contact variation.
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Dynamics in an almost periodic metapopulation with competition and habitat destruction: An exponential dichotomy based approach.
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Stoichiometric constraints and cooperative hunting reshape tri-trophic food-chain dynamics and trophic transfer efficiency.
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The dynamics of hepatitis B transmission with treatment and vaccination: A case study in the Ili region of Xinjiang, China, by a physics-informed neural networks approach.
  • 1 Aug 2026
  • Mathematical biosciences
Threshold analysis for a diffusive SIS epidemic model with infection-age.
  • 1 Sep 2026
  • Mathematical biosciences
Plant tolerance is explained by resource-based plant-nematode interactions.
  • 1 Aug 2026
  • Mathematical biosciences
Dynamical analysis of heterogeneous epidemic models with discrete and continuous contact variation.
  • 1 Aug 2026
  • Mathematical biosciences
Dynamics in an almost periodic metapopulation with competition and habitat destruction: An exponential dichotomy based approach.
  • 1 Aug 2026
  • Mathematical biosciences
Stoichiometric constraints and cooperative hunting reshape tri-trophic food-chain dynamics and trophic transfer efficiency.
  • 1 Aug 2026
  • Mathematical biosciences
The dynamics of hepatitis B transmission with treatment and vaccination: A case study in the Ili region of Xinjiang, China, by a physics-informed neural networks approach.
  • 1 Aug 2026
  • Mathematical biosciences

FAQs on Mathematical Biosciences