ISSN: 0025-5564
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Mathematical Biosciences Q1 Unclaimed
Mathematical Biosciences is a journal indexed in SJR in Medicine (miscellaneous) and Agricultural and Biological Sciences (miscellaneous) with an H index of 109. It has an SJR impact factor of 0,639 and it has a best quartile of Q1. It is published in English. It has an SJR impact factor of 0,639.
Mathematical Biosciences focuses its scope in these topics and keywords: prey, manifolds, malaria, loser, lesionstoxin, kinetics, kinetic, immunogenicity, gröbner, matchedpairs, ...
Type: Journal
Type of Copyright:
Languages: English
Open Access Policy:
Type of publications:
Publication frecuency: -
- €
Inmediate OANPD
Embargoed OA- €
Non OAMetrics
0,639
SJR Impact factor109
H Index79
Total Docs (Last Year)195
Total Docs (3 years)4176
Total Refs633
Total Cites (3 years)192
Citable Docs (3 years)2.2
Cites/Doc (2 years)52.86
Ref/DocOther journals with similar parameters
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Annual Review of Clinical Psychology Q1
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Journal of Experimental Medicine Q1
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Aims and Scope
Best articles by citations
A functionally diverse population growth model
View moreWhat is Life? The next fifty years. Speculations on the future of biology
View morePower-law modeling based on least-squares criteria: consequences for system analysis and simulation
View moreCalculating tumor incidence rates in stochastic models of carcinogenesis
View moreEstimation of HIV infection and incubation via state space models
View moreWeakly coupled hyperbolic systems modeling the circulation of FeLV in structured feline populations
View moreSEIRS epidemics with disease fatalities in growing populations
View moreEstimation of variance components based on diallel model
View moreMathematical description of synergistic interaction of hyperthermia and lonizing radiation
View moreCell kinetics in tumour cords studied by a model with variable cell cycle length
View moreModeling carcinogenesis under a time-changing exposure
View moreAttracting theorems for cyclic sets and impermanence
View moreA discrete-time, multi-type generational inheritance branching process model of cell proliferation
View moreBasic biochemical laboratory procedures and computers
View moreStrategic and genetic models of evolution
View moreA comparison of foraging strategies in a patchy environment
View morePeriodic coexistence in the chemostat with three species competing for three essential resources
View moreA modified model for projecting age-structured populations in random environments
View moreEigenvalue effective population numbers for populations that vary cyclically in size
View moreA delay differential equations model of plankton allelopathy
View moreEstimation problems associated with stochastic modeling of proliferation and differentiation of O-2A progenitor cells in vitro
View moreA biologically based model for the analysis of premalignant foci of arbitrary shape
View moreOn simulating strongly-interacting, stochastic population models
View moreA universal model of single-unit sensory receptor action
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