【摘 要】
：
Backward error analysis and modified equations are anestablished technique for studying the numerical approximation ofHamiltonian dynamical systems arising
【出 处】
：
Workshop in Stochastic Dynamics(2015随机动力研讨会)
论文部分内容阅读
Backward error analysis and modified equations are anestablished technique for studying the numerical approximation ofHamiltonian dynamical systems arising in molecular dynamics.
其他文献
In this talk,I will present the study of periodic phenomena for the type of models for mosquito-borne diseases,such as malaria,dengue,West Nile virus.Usuall
This report present a diffusion approximation of stationary solution of a Burgers type equation with stochastic advection.The stability property is maintain
The non-fullerene acceptors with different geometric structures have great impact on light absorption,exciton dissociation,and charge transportation in the
Shape memory polymers materials that can be deformed and fixed into temporary shapes,which can recover to the original,permanent shape upon proper external
In this talk,we will discuss the average entropy of the range for random walks on discrete groups.The quantity is defined to be the limit(S)lim_{n o infty}
Supramolecular polymers represent a class of polymers constructed by dynamic non-covalent bonds which can selectively undergo reversible breaking and reform
How reactive events and transitions occur at equilibrium(i.e.in system whose dynamics satisfy detailed-balance)is fairly well-understood and can often be re
Many problems in control and optimization require the treatmentof dynamic systems in which continuous dynamics and discrete eventscoexist,which is the focus
Unimolecular micelle is a kind of polymeric nanoparticle that is free from disassembly under dilute condition,which is advantageous over traditional micelle
The shape and function of an axon is dependent on its cytoskeleton,including microtubules,neurofilaments and actin.Neurofilaments accumulate abnormally in a