High-Dimensional Partial Differential Equations in Science and Engineering
High-Dimensional Partial Differential Equations in Science and Engineering
复制标题
科学与工程中的高维偏微分方程
DOI：
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发表时间：
2007
期刊：
影响因子：
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通讯作者：
C. Bris
中科院分区：
文献类型：
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作者：
A. Bandrauk;M. Delfour;C. Bris
没有奇点的含时薛定谔方程的方法对非线性分子模型都在强烈的激光领域——在公元Bandrauk non-perturbative方法和h . Lu的可行性和竞争力下降的基础上快速电子结构的计算方法由大肠通过量子化学,c·布里斯勒y Maday, n . c .阮A . t .接线盒和g·s·h·保罗一些基本的数学性质在原子量子力学和分子g . Chen z叮,A . PerronnetP. Delaunay， A. Lozinski和R. G. Owens基于稀疏张量-积fokker - plancn的稀聚合物溶液非线性弹链模型的方法M. Escobar和L. Seco的信用衍生品定价偏微分方程M. J. Esteban对相对论原子和分子物理学中出现的计算问题的简要回顾P. Gori-Giorgi， J. Toulouse，密度泛函数理论中的哈密顿量H. Kim和R. Kapral用表面跳跃轨迹模拟量子经典动力学模拟现实和非绝热化学动力学：非微扰激光与分子相互作用的麦克斯韦-薛定谔模型和E. Lorin、S. Chelkowski和A. bandrak的数值计算方法。基于Y. Maday模型简化的动力学系统的时间拟面算法
Singularity-free methods for the time-dependent Schrodinger equation for nonlinear molecules in intense laser fields--A non-perturbative approach by A. D. Bandrauk and H. Lu Feasibility and competitiveness of a reduced basis approach for rapid electronic structure calculations in quantum chemistry by E. Cances, C. Le Bris, Y. Maday, N. C. Nguyen, A. T. Patera, and G. S. H. Pau Some fundamental mathematical properties in atomic and molecular quantum mechanics by G. Chen, Z. Ding, A. Perronnet, M. O. Scully, R. Xie, and Z. Zhang Sparse tensor-product Fokker-Planck-based methods for nonlinear bead-spring chain models of dilute polymer solutions by P. Delaunay, A. Lozinski, and R. G. Owens A partial differential equation for credit derivatives pricing by M. Escobar and L. Seco A short review on computational issues arising in relativistic atomic and molecular physics by M. J. Esteban Model Hamiltonians in density functional theory by P. Gori-Giorgi, J. Toulouse, and A. Savin Simulation of quantum-classical dynamics by surface-hopping trajectories by H. Kim and R. Kapral Simulating realistic and nonadiabatic chemical dynamics: Application to photochemistry and electron transfer reactions by D. M. Koch, Q. K. Timerghazin, and G. H. Peslherbe A Maxwell-Schrodinger model for non-perturbative laser-molecule interaction and some methods of numerical computation by E. Lorin, S. Chelkowski, and A. Bandrauk Parareal in time algorithm for kinetic systems based on model reduction by Y. Maday.