TOEPLITZ MATRICES WITHIN DISCRETE VARIABLE REPRESENTATION FORMULATION - APPLICATION TO COLLINEAR REACTIVE SCATTERING PROBLEMS

Eisenberg E.; Ron S.; Baer M.; Charutz DM.

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TOEPLITZ MATRICES WITHIN DISCRETE VARIABLE REPRESENTATION FORMULATION - APPLICATION TO COLLINEAR REACTIVE SCATTERING PROBLEMS

机译：离散变量表示公式中的Toeplitz矩阵-在柯林反应性散射问题中的应用

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Recently, a new approach based on the features of the Toeplitz matrix was introduced for reactive scattering problems. So far these features were used only along the reagents translational coordinate (either for Eckart-type models or for collinear scattering). In this work, we show how to employ the Toeplitz features for the two asymptotic regions of the collinear system. (C) 1996 American Institute of Physics. [References: 35]

机译：最近，针对反应性散射问题引入了一种基于Toeplitz矩阵特征的新方法。到目前为止，这些功能仅沿试剂的平移坐标使用（对于Eckart型模型或共线散射）。在这项工作中，我们展示了如何对共线系统的两个渐近区域采用Toeplitz特征。（C）1996年美国物理研究所。 [参考：35]

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《The Journal of Chemical Physics》 |1996年第5期|共7页
作者
Eisenberg E.; Ron S.; Baer M.; Charutz DM.;
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正文语种 eng
中图分类物理化学（理论化学）、化学物理学;
关键词
Imaginary absorbing potentials; Rearrangement collisions; Quantum scattering; Elements; Systems;

机译：虚构的吸收势;重排碰撞;量子散射;元素;系统;

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1. TOEPLITZ MATRICES WITHIN DISCRETE VARIABLE REPRESENTATION FORMULATION - APPLICATION TO COLLINEAR REACTIVE SCATTERING PROBLEMS [J] . Eisenberg E., Ron S., Baer M., The Journal of Chemical Physics . 1996,第5期

机译：离散变量表示公式中的Toeplitz矩阵-在柯林反应性散射问题中的应用
2. Layered discrete variable representations and their application within the multiconfigurational time-dependent Hartree approach [J] . Manthe U The Journal of Chemical Physics . 2009,第5期

机译：分层离散变量表示及其在多配置时间相关Hartree方法中的应用
3. General Approach to Coupled Reactive Smoluchowski Equations: Integration and Application of Discrete Variable Representation and Generalized Coordinate Methods to Diffusive Problems [J] . Piserchia Andrea, Banerjee Shiladitya, Barone Vincenzo Journal of chemical theory and computation: JCTC . 2017,第12期

机译：耦合反应性Smoluchowski方程的一般方法：离散变量表示的集成与应用与扩散问题的广义坐标方法
4. A Moebius matrix representation for real symmetric Toeplitz matrices [C] . Feyh, G. . 1998

机译：实对称Toeplitz矩阵的Moebius矩阵表示
5. Discrete variable representation of the angular variables in quantum three-body scattering. [D] . Caballero, David. 2011

机译：量子三体散射中角度变量的离散变量表示。
6. Alternative Formulation of Antenna Arrays for DF Systems Considering Active-Element Patterns and Scattering Matrices [O] . Bernardo Fabiani, Eduardo Sakomura, Eduardo Silveira, 2021

机译：考虑有源元素图案和散射矩阵的DF系统的天线阵列的替代配方
7. Calculation of the Density of States Using Discrete Variable Representation and Toeplitz Matrices [O] . Eli Eisenberg, Asher Baram, Michael Baer 2008

机译：使用离散变量表示和Toeplitz矩阵计算状态密度
8. Immittance- versus Scattering-Domain Fast Algorithms for Non-Hermitian Toeplitz and Quasi-Toeplitz Matrices. [R] . Bistritz, Y., Lev-Ari, H., Kailath, T. 1989

机译：非Hermitian Toeplitz和准Toeplitz矩阵的导纳 - 散射 - 域快速算法。

TOEPLITZ MATRICES WITHIN DISCRETE VARIABLE REPRESENTATION FORMULATION - APPLICATION TO COLLINEAR REACTIVE SCATTERING PROBLEMS

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