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Advances in Computational Mathematics : Impact Factor & More
eISSN: 1572-9044pISSN: 1019-7168
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Advances in Computational Mathematics Key Metrics
CiteScore 
3.5
H-Index
64
Impact Factor
< 5
SJR
Q2Applied Mathematics
SNIP
1.46
Time to Publish
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% of papers by time taken from submission to publication
0 to 3 months0%
4 to 6 months2%
7 to 9 months13%
Above 9 months86%
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Topics Covered on Advances in Computational Mathematics
Discretization
Data-driven learning
Galerkin method
Finite element method
Linear algebra
Stokes flow
Energy conservation
Shape optimization
Hermite interpolation
Bilinear systems
Numerical reconstruction
Stokes problem
Maximum principle
Approximate solution
Nonlinear approximation
Cardinal interpolation
Reproducing kernel Hilbert space
Finite difference method
Conformal parameterization
Real line
Advances in Computational Mathematics Journal Specifications
| Overview | |
| Publisher | SPRINGER |
| Language | English |
| Frequency | Continuous publication |
| General Details | |
| Language | English |
| Frequency | Continuous publication |
| Publication Start Year | 1993 |
| Publisher URL | Visit website |
| Website URL | Visit website |
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Recently Published Papers in Advances in Computational Mathematics
Helmholtz FEM solutions are locally quasi-optimal modulo low frequencies
- 18 Nov 2024
- Advances in Computational Mathematics
Higher-order iterative decoupling for poroelasticity
- 15 Nov 2024
- Advances in Computational Mathematics
Adaptive quarklet tree approximation
- 31 Oct 2024
- Advances in Computational Mathematics
Efficient computation of the sinc matrix function for the integration of second-order differential equations
- 28 Oct 2024
- Advances in Computational Mathematics
Sobolev regularity of bivariate isogeometric finite element spaces in case of a geometry map with degenerate corner
- 24 Oct 2024
- Advances in Computational Mathematics
An optimal ansatz space for moving least squares approximation on spheres
- 22 Oct 2024
- Advances in Computational Mathematics
Helmholtz FEM solutions are locally quasi-optimal modulo low frequencies
- 18 Nov 2024
- Advances in Computational Mathematics
Higher-order iterative decoupling for poroelasticity
- 15 Nov 2024
- Advances in Computational Mathematics
Adaptive quarklet tree approximation
- 31 Oct 2024
- Advances in Computational Mathematics
Efficient computation of the sinc matrix function for the integration of second-order differential equations
- 28 Oct 2024
- Advances in Computational Mathematics
Sobolev regularity of bivariate isogeometric finite element spaces in case of a geometry map with degenerate corner
- 24 Oct 2024
- Advances in Computational Mathematics
An optimal ansatz space for moving least squares approximation on spheres
- 22 Oct 2024
- Advances in Computational Mathematics
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Compare journals across 7 parameters SJR Ranking, Topics covered, Indexing Database, Publication Review Time, Publication Type, Article Processing Charges & Recently Published papers
SJR Ranking, Topics covered, Indexing Database, Publication Review Time, Publication Type, Article Processing Charges & Recently Published papers
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FAQs on Advances in Computational Mathematics
How long has Advances in Computational Mathematics been actively publishing? 
Advances in Computational Mathematics has been in operation since 1993 till date.
What is the publishing frequency of Advances in Computational Mathematics?
Advances in Computational Mathematics published with a Continuous publication frequency.
How many articles did Advances in Computational Mathematics publish last year?
In 2023, Advances in Computational Mathematics publsihed 98 articles.
What is the eISSN & pISSN for Advances in Computational Mathematics?
For Advances in Computational Mathematics, eISSN is 1572-9044 and pISSN is 1019-7168.
What is Citescore for Advances in Computational Mathematics?
Citescore for Advances in Computational Mathematics is 3.5.
What is the H Index for Advances in Computational Mathematics ?
H Index for Advances in Computational Mathematics is 64.
What is SNIP score for Advances in Computational Mathematics?
SNIP score for Advances in Computational Mathematics is 1.46.
What is the SJR for Advances in Computational Mathematics?
SJR for Advances in Computational Mathematics is Q2.
Who is the publisher of Advances in Computational Mathematics?
SPRINGER is the publisher of Advances in Computational Mathematics.
