This paper mainly discusses the pth moment asymptotic stability and the exponential stability of nonlinear stochastic functional differential equations(SFDEs)satisfying the local Lipschitz condition b
In the present talk,I will firstly report our recent work on integrable discretizations for a class of soliton equations with hodograph transformations such as the Camassa-Holm,the short-pulse(SP),the
Some holonomic constrained systems have the Hamiltonian,which is the sum of the Hamiltonian of an integrable system,St(a)ckel system and terms including a Lagrange multiplier and holonomic constraint.
When the pair of PDEs are associated with each other via hodograph transformation,a numerical integrator of one PDE can be obtained from that of the other,which gives rise to moving grid effect.
We demonstrate some polynomiographs drawn by locating the roots of nonlinear equations using our newly constructed iterative methods.Polynomiographs are constructed using two types of attraction basin
Since firstly discovered in 1964,[1] Fischer carbene complexes have been developed into valuable and powerful organometallic reagents for organic synthesis.