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Implicit variational principle for contact Hamiltonian systemsWang, Kaizhi; Wang, Lin; Yan, Jun · Nonlinearity · 2017
Aubry–Mather Theory for Contact Hamiltonian SystemsWang, Kaizhi; Wang, Lin; Yan, Jun · Communications in Mathematical Physics · 2019
Variational principle for contact Hamiltonian systems and its applicationsWang, Kaizhi; Wang, Lin; Yan, Jun · Journal de Mathématiques Pures et Appliquées · 2018
The rate of convergence of the Lax-Oleinik semigroup-degenerate fixed point caseKaiZhi Wang; Jun Yan · 2011
A necessary and sufficient condition for convergence of the Lax–Oleinik semigroup for reversible Hamiltonians on RnLiu, Qihuai; Wang, Kaizhi; Wang, Lin; Yan, Jun · Journal of Differential Equations · 2016
A New Kind of Lax-Oleinik Type Operator with Parameters for Time-Periodic Positive Definite Lagrangian SystemsKaizhi Wang; Jun Yan · 2012
Weak Lax pairs for lattice equationsHietarinta, Jarmo; Viallet, Claude · Nonlinearity · 2012
Symplectic integration of Hamiltonian systemsChannell, P J; Scovel, C · Nonlinearity · 1990
Complexities of splashingDeegan, R D; Brunet, P; Eggers, J · Nonlinearity · 2008
The fractional Keller–Segel modelEscudero, Carlos · Nonlinearity · 2006
Differentiability of fractal curvesBandt, Christoph; Kravchenko, Aleksey · Nonlinearity · 2011
Tibetan singing bowlsTerwagne, Denis; Bush, John W M · Nonlinearity · 2011
Transcritical bifurcation with <b> <i>O</i> </b> (3) symmetryMatthews, P C · Nonlinearity · 2003
Approximate solvability of semilinear operator equationsJoshi, M C; Sukavanam, N · Nonlinearity · 1990