activity
20172023
most citedA wavelet integral collocation method for nonlinear boundary value problems in Physics

25 citations · 29 across the 6 of their papers we have counts for

collaborators

6 papers

math.NA2023

High-order adaptive multiresolution wavelet upwind schemes for hyperbolic conservation laws

Bing Yang, Jizeng Wang, Xiaojing Liu +1

A system of high-order adaptive multiresolution wavelet collocation upwind schemes are developed for the solution of hyperbolic conservation laws. A couple of asymmetrical wavelet…

physics.bio-ph2021★ 4 cited

Elasticity-associated rebinding rate of molecular bonds between soft elastic media

Qiangzeng Huang, Jizeng Wang

A quantitative understanding of how cells interact with their extracellular matrix via molecular bonds is fundamental for many important processes in cell biology and engineering.…

physics.bio-ph2019

Extension of a wormlike chain with variable persistence length in cylindrical tube confinement

Ming Li, Jizeng Wang

The present paper investigates the extension behavior of a wormlike chain with varied persistence length under the confinement of a cylindrical tube. Based on Odijk theory of a con…

physics.bio-ph2019

Mechanical behavior of a wormlike chain with variable bending rigidity along the chain contour in free space

Ming Li, Jizeng Wang

In this paper, we present a theory to efficiently deal with mechanical properties of heterogeneous polymer chain in free space and the central problem is to evaluate the diffusion…

math.NA2017★ 25 cited

A wavelet integral collocation method for nonlinear boundary value problems in Physics

Lei Zhang, Jizeng Wang, Xiaojing Liu +1

A high order wavelet integral collocation method (WICM) is developed for general nonlinear boundary value problems in physics. This method is established based on Coiflet approxima…

math.NA2017

A high-precision method for general nonlinear initial-boundary value problems

Jizeng Wang, Lei Zhang, You-He Zhou

A high precision, and space time fully decoupled, wavelet formulation numerical method is developed for a class of nonlinear initial boundary value problems. This method is establi…