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Siberian Advances in Mathematics : Impact Factor & More

eISSN: 1934-8126pISSN: 1055-1344

Key Metrics

CiteScore
1
H-Index
12
SJR
Q4Mathematics (miscellaneous)
SNIP
0.9
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Siberian Advances in Mathematics Journal Specifications

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Publisher Pleiades Publishing

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Recently Published Papers in Siberian Advances in Mathematics

Simple Discrete-Continuous Predator-Prey Models and a Discrete Second-Order Model of Isolated Population
  • 1 Dec 2025
  • Siberian Advances in Mathematics
Systems of Neutral Type Equations and a Model of Hopfield Neural Network
  • 1 Dec 2025
  • Siberian Advances in Mathematics
Universal Kernel-Type Estimators for Conditional Variance in Heteroscedastic Models of Nonparametric Regression
  • 1 Dec 2025
  • Siberian Advances in Mathematics
An Inverse Problem for Electrodynamics Equation with Nonlinear Quadratic Absorption
  • 1 Dec 2025
  • Siberian Advances in Mathematics
Properties of Solutions to Systems of Difference Equations with Periodic Coefficients
  • 1 Dec 2025
  • Siberian Advances in Mathematics
On Convergence of the Empirical Spectral Distribution Function for a Special Type of Random Matrices to the Normal Law
  • 1 Dec 2025
  • Siberian Advances in Mathematics
Simple Discrete-Continuous Predator-Prey Models and a Discrete Second-Order Model of Isolated Population
  • 1 Dec 2025
  • Siberian Advances in Mathematics
Systems of Neutral Type Equations and a Model of Hopfield Neural Network
  • 1 Dec 2025
  • Siberian Advances in Mathematics
Universal Kernel-Type Estimators for Conditional Variance in Heteroscedastic Models of Nonparametric Regression
  • 1 Dec 2025
  • Siberian Advances in Mathematics
An Inverse Problem for Electrodynamics Equation with Nonlinear Quadratic Absorption
  • 1 Dec 2025
  • Siberian Advances in Mathematics
Properties of Solutions to Systems of Difference Equations with Periodic Coefficients
  • 1 Dec 2025
  • Siberian Advances in Mathematics
On Convergence of the Empirical Spectral Distribution Function for a Special Type of Random Matrices to the Normal Law
  • 1 Dec 2025
  • Siberian Advances in Mathematics

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