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Mathematical Population Studies : Impact Factor & More

eISSN: 1547-724XpISSN: 0889-8480

Key Metrics

CiteScore
1.3
H-Index
23
Impact Factor
< 5
SJR
Q2Demography
SNIP
1.05
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Mathematical Population Studies Journal Specifications

Overview
Publisher TAYLOR & FRANCIS INC
Language English
Frequency Quarterly
General Details
LanguageEnglish
FrequencyQuarterly
Publication Start Year1988
Publisher URLVisit website
Website URLVisit website
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Recently Published Papers in Mathematical Population Studies

To grow or to fluctuate – optimal demographic paths
  • 18 Apr 2026
  • Mathematical Population Studies
Identifying suitable probability distribution for second birth interval: a state-wise perspective
  • 13 Apr 2026
  • Mathematical Population Studies
Decoding socio-economic disparities in Uttar Pradesh: a spatio-temporal analysis using Wroclaw Taxonomy and K-means unsupervised machine learning clustering
  • 3 Apr 2026
  • Mathematical Population Studies
An alternating parallel non-randomized response model
  • 26 Mar 2026
  • Mathematical Population Studies
How is the time for evolution affected by effective population size?
  • 18 Mar 2026
  • Mathematical Population Studies
A degenerate non-autonomous first-order hyperbolic model for size-structured populations with active and quiescent states
  • 4 Mar 2026
  • Mathematical Population Studies
To grow or to fluctuate – optimal demographic paths
  • 18 Apr 2026
  • Mathematical Population Studies
Identifying suitable probability distribution for second birth interval: a state-wise perspective
  • 13 Apr 2026
  • Mathematical Population Studies
Decoding socio-economic disparities in Uttar Pradesh: a spatio-temporal analysis using Wroclaw Taxonomy and K-means unsupervised machine learning clustering
  • 3 Apr 2026
  • Mathematical Population Studies
An alternating parallel non-randomized response model
  • 26 Mar 2026
  • Mathematical Population Studies
How is the time for evolution affected by effective population size?
  • 18 Mar 2026
  • Mathematical Population Studies
A degenerate non-autonomous first-order hyperbolic model for size-structured populations with active and quiescent states
  • 4 Mar 2026
  • Mathematical Population Studies

FAQs on Mathematical Population Studies