International Journal of Computational Methods
Abbreviation | Int. J. Comput. Methods |
Journal Impact | 1.39 |
Quartiles(Global) | MATHEMATICS, INTERDISCIPLINARY APPLICATIONS(Q3) |
ISSN | 0219-8762, 1793-6969 |
h-index | 42 |
The International Journal of Computational Methods aims to provide a unique platform for the rapid publication and dissemination of original research findings and innovative ideas related to the latest technologies in computational methods. The methods employed should be innovative and possess high academic and practical value. This journal is dedicated to all aspects of modern computational methods, including mathematical formulations and theoretical research, interpolation and approximation techniques, error analysis techniques and algorithms, fast algorithms and real-time computing, multiscale bridging algorithms, adaptive analysis techniques and algorithms, implementation, coding, and parallelization issues, as well as new and practical applications. Articles may cover new applications of theory, algorithms, programming, coding, numerical simulations, and computational techniques in engineering, science, and other computation-related disciplines. Examples of fields covered by this journal include computational mechanics of solids and structures, computational fluid dynamics, computational heat transfer, computational inverse problems, computational mathematics, computational meso/micro/nano mechanics, computational biology, computational permeation mechanics, meshless methods, particle methods, molecular and quantum methods, advanced finite element methods, advanced finite difference methods, advanced finite volume methods, and high-performance computing technologies.
HomepageSubmission URLPublication Information | Publisher: World Scientific,Publishing cycle: Quarterly,Journal Type: journal,Open Access Journals: No |
Basic data | Year of publication: 2006,Proportion of original research papers: 100.00%,Self Citation Rate:14.30%, Gold OA Rate: 1.89% |
Average review cycle | 网友分享经验:平均6月 |
Average recruitment ratio | 网友分享经验:约50% |
Journal Citation Format
Those examples are references to articles in scholarly journals and how they are supposed to appear in your bibliography.
Not all journals organize their published articles in volumes and issues, so these fields are optional. Some electronic journals do not provide a page range, but instead list an article identifier. In a case like this it's safe to use the article identifier instead of the page range.
A journal article with 1 author
A journal article with 2 authors
A journal article with 3 authors
A journal article with 5 or more authors
Books Citation Format
Here are examples of references for authored and edited books.
Thesis Citation Format
Web sites Citation Format
Sometimes references to web sites should appear directly in the text rather than in the bibliography.
Patent Citation Format
Staying up late manually editing references? ivySCI automatically matches journals and helps you generate references with a single click.
Click the button below to start a free trial!
A Physics-Informed Recurrent Neural Network for Solving Time-Dependent Partial Differential Equations
2023-3-23
Multi-Resolution MPS Method for Free Surface Flows
2016-4-5
Exploring derivative-free split-step and balanced solvers for Ito stochastic differential equations
2024-11-28
Iterative Collocation Method for Second Order Volterra Integro-Differential Equations
2024-11-28
Attribution-Selection Topology Optimization for Mechanical Joints
2024-11-28
Estimating the Fundamental Period of Reinforced Concrete Buildings: Integrating Infill Walls and Soil-Structure Interaction Effects for Enhanced Seismic Performance
2024-12-12
Modelling and analysis of multilayer porous FG-GPRC plates using zig-zag function and cell-based smoothed-discrete shear gap method
2024-12-11
A family of projection-based spectral conjugate gradient algorithm for constrained monotone nonlinear equations with application
2024-12-11
Solving Multi-Point Boundary Value Differential Equations with a Novel Semi-Analytical Algorithm
2024-12-11
An IMEX approach assembled with radial basis function-finite difference (RBF-FD) method for numerical solution of Zakharov Kuznetsov modified equal width (ZKMEW) equation with power law nonlinearity arising in wave phenomena
2024-12-7