Key Metrics
CiteScore 

2.7
Impact Factor 

< 5
SJR 

Q3Software

SNIP 

1.36
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Topics Covered on BIT Numerical Mathematics
BIT Numerical Mathematics Journal Specifications
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| Overview | |
| Publisher | SPRINGER |
| Language | English |
| Frequency | Quarterly |
| General Details | |
| Language | English |
| Frequency | Quarterly |
| Publication Start Year | 1961 |
| Publisher URL | Visit website |
| Website URL | Visit website |
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Recently Published Papers in BIT Numerical Mathematics
A decoupled and structure-preserving direct discontinuous Galerkin method for the Keller–Segel model
- 13 Oct 2026
- BIT Numerical Mathematics
Solving Bayesian inverse problems via Fisher adaptive Metropolis adjusted Langevin algorithm
- 13 Oct 2026
- BIT Numerical Mathematics
Adjoint-based a posteriori error analysis for semi-explicit index-1 and Hessenberg index-2 differential-algebraic equations
- 13 Oct 2026
- BIT Numerical Mathematics
Bounds on the determinant of an exponential matrix
- 23 Sep 2026
- BIT Numerical Mathematics
Kemeny’s constant minimization for reversible Markov chains via structure-preserving perturbations
- 23 Sep 2026
- BIT Numerical Mathematics
Accelerating the method of reflections with domain decomposition techniques for boundary integral equations in multiple scattering
- 11 Sep 2026
- BIT Numerical Mathematics
A decoupled and structure-preserving direct discontinuous Galerkin method for the Keller–Segel model
- 13 Oct 2026
- BIT Numerical Mathematics
Solving Bayesian inverse problems via Fisher adaptive Metropolis adjusted Langevin algorithm
- 13 Oct 2026
- BIT Numerical Mathematics
Adjoint-based a posteriori error analysis for semi-explicit index-1 and Hessenberg index-2 differential-algebraic equations
- 13 Oct 2026
- BIT Numerical Mathematics
Bounds on the determinant of an exponential matrix
- 23 Sep 2026
- BIT Numerical Mathematics
Kemeny’s constant minimization for reversible Markov chains via structure-preserving perturbations
- 23 Sep 2026
- BIT Numerical Mathematics
Accelerating the method of reflections with domain decomposition techniques for boundary integral equations in multiple scattering
- 11 Sep 2026
- BIT Numerical Mathematics
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