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ORCIDComputers & Mathematics with Applications, Volume 206
Volume 206, 2026
- Gyeonggyu Lee
, Seunggyu Lee:
First- and second-order accurate, unconditionally energy gradient stable, uniquely solvable, and mass-preserving linear numerical schemes for Cahn-Hilliard equation with source term. 1-15 - Hu Li, Jin Huang, Yanying Ma:
Modified quadrature method for solving three-dimensional axisymmetric boundary integral equations based on two extrapolations. 16-28 - Jie Zhou, Xuelian Jiang, Ying Liu:
Two unconditionally energy stable schemes for the Cahn-Hilliard equation. 29-57 - Nunzio Dimola, Nicola Rares Franco, Paolo Zunino:
Numerical solution of mixed-dimensional PDEs using a neural preconditioner. 58-79 - Renhui Teng, Yonghai Li, Hongtao Yang, Qin Zhou, Xia Cui:
A family of upwind high-order finite volume methods for convection-diffusion problems on rectangular meshes. 80-96 - Yanlai Song:
On the numerical solution of high-dimensional PDEs arising in multi-asset options via a kernel-type solver. 97-112 - Longyuan Wu, Xinlong Feng:
An hp-adaptive Galerkin least squares intrinsic finite element method for the convection-dominated problem on surfaces. 113-132 - Zhi-Feng Pang, Xiaojie Peng, Bing Li, Hong Ge:
Two-stage selective segmentation method based on exponential weighted geodesic distance driven model and thresholding method. 133-151 - Min Xiao, Xihua Xu:
A generic framework for solving three-dimensional gas dynamics equations. 152-175 - Quanxiang Wang, Jianqiang Xie, Yu Zheng, Liqun Wang:
A FE-MIFVE method for three-dimensional (3D) elliptic interface problems. 176-191 - Hui Yu, Zhaoyang Wang, Ping Lin:
Linear relaxation schemes with asymptotically compatible energy law for time-fractional phase-field models. 192-211 - Hailing Xuan, Wensi Wang, Xiaoliang Cheng:
Mixed finite element method for a system of hemivariational inequalities of Navier-Stokes equations coupled with the heat equation. 212-227 - Jinran Yao, Zhengwei Yin, Luozhong Gong:
Mean-square contractivity and convergence rate of stochastic theta Milstein schemes for non-autonomous SDEs with non-globally Lipschitz diffusion coefficients. 228-256 - Luca Cattarossi, Filippo Guido Davide Sacco, Nicola Giuliani, Nicola Parolini, Andrea Mola:
A geometry aware arbitrary order collocation boundary element method solver for the potential flow past three dimensional lifting surfaces. 257-279 - Bivas Bhaumik, Soumini Dolui, Mrutyunjaya Sahoo, Snehashish Chakraverty, Soumen De:
Peristaltic transport of non-Newtonian hybrid nanofluid flow through an inclined porous tube under a magnetic field and thermal radiation in a fuzzy environment. 280-300
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