Article 
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Integrability Conditions on A Sub-Riemannian Structure on S3
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Author(s): Calin, Ovidiu L.; Chang, Derchen; Hu, Ji Shan
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Source: Analysis and Mathematical Physics. , v. 7, (1), March 2017, p. 9-18
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Integrability conditions on Engel-type manifolds
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Author(s): Calin, Ovidiu; Chang, Der-Chen; Hu, Jishan
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Source: Analysis and Mathematical Physics. , v. 5, (3), September 2015, p. 217-231
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Poincare's lemma on the Heisenberg group
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Author(s): Calin, Ovidiu; Chang, Der-Chen; Hu, Jishan
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Source: Advances in Applied Mathematics. , v. 60, September 2014, p. 90-102
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Heat kernels for a class of degenerate elliptic operators using stochastic method
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Author(s): Calin, O.; Chang, D.C.; Hu, J.; LI, Y.
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Source: Complex variables and elliptic equations. , v. 57, (2-4), 2012, p. 155-168
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Stochastic Regression in Terms of Brownian Motion
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Author(s): Calin, Ovidiu; Chang, Der-Chen; Hu, Ji-Shan
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Source: Applicable analysis. , v. 90, (6), 2011, p. 899-919
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ON HEAT KERNELS OF A CLASS OF DEGENERATE ELLIPTIC OPERATORS
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Author(s): Calin, Ovidiu; Chang, Der-Chen; Hu, Jishan; Li, Yutian
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Source: Journal of nonlinear and convex analysis. , v. 12, (2), 2011, p. 309-340
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Geometric mechanics on product Heisenberg groups
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Author(s): Chang, Der-Chen; Chang, Ting-Hui; Hu, Jishan
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Source: Applicable analysis. , v. 88, (2), 2009, p. 243-283
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Regularized random-sampling high dimensional model representation (RS-HDMR)
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Author(s): Li, Genyuan; Rabitz, Herschel; Hu, Jishan; Chen, Zheng; Ju, Yiguang
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Source: Journal of mathematical chemistry. , v. 43, (3), 2008, MAR, p. 1207-1232
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Study of a micro absorption heat pump system
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Author(s): Hu, J.S.; Chao, Christopher Y.H.
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Source: INTERNATIONAL journal OF refrigeration-revue internationale DU froid. , v. 31, (7), 2008, NOV, p. 1198-1206
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Random sampling-high dimensional model representation (RS-HDMR) and orthogonality of its different order component functions
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Author(s): Li, GY; Hu, JS; Wang, SW; Georgopoulos, PG; Schoendorf, J.; Rabitz, H.
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Source: JOURNAL OF PHYSICAL CHEMISTRY A. , v. 110, (7), 2006, FEB 23, p. 2474-2485
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An elementary and direct proof of the Painleve property for the Painleve equations I, II and IV
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Author(s): Hu, JS; Yan, M.
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Source: Journal d Analyse Mathematique. , v. 91, 2003, p. 105-121
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Mirror transformations of Hamiltonian systems
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Author(s): Hu, JS; Yan, M.; Yee, TL
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Source: PHYSICA D. , v. 152, 2001, MAY 15, p. 110-123
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Symplectic structure of the Painleve test
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Author(s): Hu, J.; Yan, M.
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Source: Journal of nonlinear mathematical physics. , v. 8, (Suppl. S), 2001, FEB, p. 145-148
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Symplectic Structure of the Painlevé Test
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Author(s): Hu, Jishan ; Yan, Min
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Source: Journal of Nonlinear Mathematical Physics, v. 8, (Suppl. 1), February 2001, p. 145-148
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The mirror systems of integrable equations
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Author(s): Hu, JS; Yan, M.
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Source: Studies in applied mathematics. , v. 104, (1), 2000, JAN, p. 67-90
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Nonlinear Hamiltonian systems and exponential asymptotics for the adiabatic invariants
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Source: Dynamics OF continuous DISCRETE and IMPULSIVE SYSTEMS. , v. 5, (1-4), 1999, MAR, p. 261-270
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Singularity analysis for integrable systems by their mirrors
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Author(s): Hu, JS; Yan, M.
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Source: Nonlinearity. , v. 12, (6), 1999, NOV, p. 1531-1543
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Projection dynamics in Godunov-type schemes
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Author(s): Xu, Kun; Hu, Jishan
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Source: Journal of computational physics. , v. 142, (2), 1998, MAY 20, p. 412-427
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Computation of the adiabatic invariant of the symmetric nonlinear oscillator dt(2)/d(y)+Q(epsilon t)y(n) = R(epsilon t)y(m)
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Source: European journal of applied mathematics. , v. 9, (Part 2), 1998, APR, p. 187-194
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Linkage between adiabatic invariance and symmetry of solutions
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Source: Studies in applied mathematics. , v. 101, (2), 1998, AUG, p. 99-126
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Nonuniformity of adiabatic invariance for nonlinear oscillators
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Source: SIAM journal on applied mathematics. , v. 59, (3), 1998, DEC 15, p. 777-786
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Asymptotics beyond all orders for a certain type of nonlinear oscillators
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Source: Studies in applied mathematics. , v. 96, (1), 1996, JAN, p. 85-109
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Two new adiabatically equivalent quantities for the linear harmonic oscillator
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Author(s): Hu, Jishan; Mao, Jian-Min
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Source: Physics Letters A. , v. 189, (3), p. 171-175
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Transcendentally small reflection for singular weakly nonlinear problems
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Author(s): Hu, J.; Kruskal, M.
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Source: SIAM J. App. Math.. , v. 52, (6), 1992, p. 1584-1596
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Reflection coeffcient beyond all orders for singular problems III
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Source: J. Math. Phys.. , v. 33, (1), 1992, p. 37-43
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Numerical computation of transcendentally small reflection
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Source: Phys. Lett. A. , v. 167, 1992, p. 191-197
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Reflection Coefficient Problems for Weakly Nonlinear Wave Equations
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Author(s): Hu, Ji Shan; Kruskal, Martin D.
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Source: SIAM Journal on Applied Mathematics. , v. 52, (6), Dec 1992, p. 1584-1596
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Transcendentally small reflection of waves for problems with/ without turning points near infinity: a new uniform approach
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Author(s): Gingold, H.; Hu, J.
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Source: J. Math. Phys.. , v. 32, (12), 1991, p. 3278-3284
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Reflection coeffcient beyond all orders for singular problems I
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Author(s): Hu, J.; Kruskal, M.
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Source: J. Math. Phys.. , v. 32, (9), 1991, p. 2400-2405
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Reflection coeffcient beyond all orders for singular problems II
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Author(s): Hu, J.; Kruskal, M.
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Source: J. Math. Phys.. , v. 32, (10), 1991, p. 2676-2678
Book 
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Calculus for Scientists and Engineers
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Author(s): Hu, Jishan ; Li, Weiping; Wu, Yueping
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Source: Calculus for Scientists and Engineers / Hu, Jishan, Li, Weiping, Wu, Yueping. Hong Kong: The Hong Kong University of Science & Technology, 2019.
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Calculus: Rigor, Concision, Clarity
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Author(s): Hu, Ji Shan; Li, Jian-Shu; Li, Wei Ping; Yan, Min
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Source: Calculus: Rigor, Concision, Clarity. , / Jishan Hu, Jian-Shu Li, Wei-Ping Li, Min Yan. Hong Kong: Hong Kong Mathematical Society, 2010
Conference paper 
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A Link between two Fundamental Contributions of Kowalevski
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Author(s): Hu, Jishan; Yan, Min
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Source: The Kowalevski Property, CRM Proceedings & Lecture Notes, American Mathematical Society, Providence, RI.
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Local analyticity of solutions in the Painleve test
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Author(s): Hu, JS; Yan, M.
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Source: PROCEEDINGS OF THE WORKSHOP ON NONLINEARITY, INTEGRABILITY AND ALL THAT: TWENTY YEARS AFTER NEEDS '79. , 2000, p. 146-152
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Analysis of the radiation loss: Asymptotics beyond all orders
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Author(s): Hu, JS; Cheng, WC
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Source: OPERATOR THEORY AND BOUNDARY EIGENVALUE PROBLEMS. , v. 80, 1995, p. 168-175
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