Shangyou Zhang
Department of Mathematical Sciences
University of Delaware
Newark , Delaware 19716- 2553 , USA
Office: Ewing 310
Fax: (302) 831-4511
Email: szhang@udel.edu
Teaching (Fall 2025):
MATH 302 010 Ordinary Differential Equations
Recent publication: ( All publications )
2025-s-e On the Superconvergence of a Conforming Mixed Finite Element for Linear Elasticity on Uniform n-Square Grids
2024-he Two-Order Superconvergent CDG Finite Element Method for the Heat Equation on Triangular and Tetrahedral Meshes
2025-ife Interpolated Galerkin finite elements on rectangular and cuboid meshes for the biharmonic equation,
Shown on MATH REVIEWS (2/16/2026) :
2026-p4bih Li, Youai; Zhang, Shangyou; Two P4 nonconforming finite elements for the biharmonic equation on rectangular meshes. Adv. Appl. Math. Mech. 18 (2026), no. 4, 1142--1154.
2025-iP Wang, Xiuli; Zhang, Ran; Zhang, Shangyou; Interpolated Galerkin finite elements on rectangular and cuboid meshes for the Poisson equation. Numer. Algorithms 101 (2026), no. 2, 933--949.
2026-os Li, Dan; Zeng, Yuping; Zhang, Shangyou; A new upwind weak Galerkin finite element method for Oseen equations on general polytopal meshes. Commun. Nonlinear Sci. Numer. Simul. 156 (2026), Paper No. 109625.
2026-bri Wang, Chunmei; Zhang, Shangyou; Weak galerkin methods for the Brinkman equations. J. Comput. Appl. Math. 482 (2026), Paper No. 117326.
2026-quad Wang, Chunmei; Zhang, Shangyou; Stabilizer-free weak galerkin methods for quad-Curl problems on polyhedral meshes without convexity assumptions. J. Comput. Appl. Math. 481 (2026), Paper No. 117279.
2026-q1p0 Li, Mingxia; Mao, Shipeng; Zhang, Shangyou; Superconvergence of the enriched rotated Q1 nonconforming finite element for the Stokes problem based on a cross-correction scheme. Commun. Nonlinear Sci. Numer. Simul. 155 (2026), Paper No. 109595.
2026-ela Wang, Chunmei; Zhang, Shangyou Auto-stabilized weak Galerkin methods for elasticity problems. J. Comput. Appl. Math. 477 (2026), Paper No. 117199, 18 pp.
2026-v-e Lin, Yanping; Zhang, Shangyou; Stabilizer-free polygonal and polyhedral virtual elements. Appl. Numer. Math. 220 (2026), 265–276.
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