Shih‐Hsien Yu - Concepedia

Author

Shih‐Hsien Yu

Stanford University

Also Known As

SHIH-HSIEN YU, Shih-Hsien Yu, Shih‐Hsien Yu, Yu, Shih-Hsien

Publications

1.7K

Citations

H-Index

Concepts

All Affiliations

Stanford University City University of Hong Kong National University of Singapore Academia Sinica Institute of Mathematics, Academia Sinica

About

Shih‐Hsien Yu is an author at Stanford University specializing in engineering, physics, and numerical analysis.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	13	14	920
2	Natural Sciences	2	2	286
3	Business	1	1	64
4	Education	1	1	64
5	Applied Physics	1	1	26

Shih‐Hsien Yu

Publications

1.5K

Citations

H-Index

Page 1

	Year	Citations
Boltzmann Equation: Micro-Macro Decompositions and Positivity of Shock Profiles Tai-Ping Liu, Shih‐Hsien Yu Communications in Mathematical Physics Rarefied FlowBoltzmann EquationEngineeringPhysicsNatural Sciences	2004	272
Energy method for Boltzmann equation Tai-Ping Liu, Tong Yang, Shih‐Hsien Yu Physica D Nonlinear Phenomena Numerical AnalysisEnergy MethodEngineeringEntropyHyperbolic Conservation Law	2003	221
The Green's function and large‐time behavior of solutions for the one‐dimensional Boltzmann equation Tai‐Ping Liu, Shih‐Hsien Yu Communications on Pure and Applied Mathematics Multiscale HydrodynamicsEngineeringPhysicsOne‐dimensional Boltzmann EquationFluid Mechanics	2004	135
Nonlinear Stability of Rarefaction Waves for the Boltzmann Equation Tai-Ping Liu, Tong Yang, Shih‐Hsien Yu, Archive for Rational Mechanics and Analysis PhysicsNonlinear Wave PropagationRarefaction WavesNonlinear Hyperbolic ProblemNonlinear Resonance	2006	89
Nonlinear Boundary Layers of the Boltzmann Equation: I. Existence Seiji Ukai, Tong Yang, Shih‐Hsien Yu Communications in Mathematical Physics PhysicsFree Boundary ProblemHyperbolic Conservation LawNonlinear Boundary LayersNonlinear Hyperbolic Problem	2003	83
Zero-Dissipation Limit of Solutions with Shocks for Systems of Hyperbolic Conservation Laws Shih‐Hsien Yu Archive for Rational Mechanics and Analysis Zero-dissipation LimitHyperbolic Conservation LawHyperbolic Conservation LawsParabolic EquationNonlinear Hyperbolic Problem	1999	83
Propagation of a Stationary Shock Layer in the Presence of a Boundary Tai-Ping Liu, Shih‐Hsien Yu Archive for Rational Mechanics and Analysis EngineeringFluid MechanicsWave PropagationHyperbolic Conservation LawStationary Shock Layer	1997	69
Disaster prevention and reduction for exploring teachers’ technology acceptance using a virtual reality system and partial least squares techniques Chen-Yuan Chen, Bih‐Yaw Shih, Shih‐Hsien Yu Natural Hazards Technology Teacher EducationTeacher EducationVirtual RealityVirtual Reality SystemBusiness	2012	64
Initial‐boundary value problem for one‐dimensional wave solutions of the Boltzmann equation Tai‐Ping Liu, Shih‐Hsien Yu Communications on Pure and Applied Mathematics Numerical AnalysisBoltzmann EquationEngineeringPhysicsOne‐dimensional Wave Solutions	2006	56
Invariant Manifolds for Steady Boltzmann Flows and Applications Tai-Ping Liu, Shih‐Hsien Yu Archive for Rational Mechanics and Analysis Global AnalysisGeometric FlowManifold ModelingSteady Boltzmann Flows	2013	44

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