【本の説明】
938ページ
196*255mm
言語：English
国： アメリカ
1928g
ISBN ： 9780471967552

【本の内容】
Ab initio quantum chemistry has emerged as an important tool in chemical research and is applied to a wide variety of problems in chemistry and molecular physics. Recent developments of computational methods have enabled previously intractable chemical problems to be solved using rigorous quantum-mechanical methods.
This is the first comprehensive up-to-date and technical work to cover all the important aspects of modern molecular electronic-structure theory. Topics covered in the book include:
* Second quantization with spin adaptation
* Gaussian basis sets and molecular-integral evaluation
* Hartree-Fock theory
* Configuration-interaction and multi-configurational self-consistent theory
* Coupled-cluster theory for ground and excited states
* Perturbation theory for single- and multi-configurational states
* Linear-scaling techniques and the fast multipole method
* Explicity correlated wave functions
* Basis-set convergence and extrapolation
* Calibration and benchmarking of computational methods with applications to molecular equilibrium structure atomization energies and reaction enthalpies.
Molecular Electronic-Structure Theory makes extensive use of numerical examples designed to illustrate the strengths and weaknesses of each method treated. In addition statements about the usefulness and deficiencies of the various methods are supported by actual examples not just model calculations. Problems and exercises are provided at the end of each chapter complete with hints and solutions.
This book is a must for researchers in the field of quantum chemistry as well as for nonspecialists who wish to acquire a thorough understanding of ab initio molecular electronic-structure theory and its applications to problems in chemistry and physics. It is also highly recommended for the teaching of graduates and advanced undergraduates. Dieses Buch bietet einen umfassenden modernen Uberblick uber die zweite Quantisierung Wellenfunktionen Basissatze und Integrale; alle gangigen Verfahren werden berucksichtigt (Hartree-Fock-Theorie CI MCSCF Coupled Clusters Storungstheorie). Ausfuhrlich diskutiert wird auch die Calibration der Methoden. (03/00)
New feature
Ab initio quantum chemistry has emerged as an important tool in chemical research and is applied to a wide variety of problems in chemistry and molecular physics. Recent developments of computational methods have enabled previously intractable chemical problems to be solved using rigorous quantum-mechanical methods.
This is the first comprehensive up-to-date and technical work to cover all the important aspects of modern molecular electronic-structure theory. Topics covered in the book include:
* Second quantization with spin adaptation
* Gaussian basis sets and molecular-integral evaluation
* Hartree-Fock theory
* Configuration-interaction and multi-configurational self-consistent theory
* Coupled-cluster theory for ground and excited states
* Perturbation theory for single- and multi-configurational states
* Linear-scaling techniques and the fast multipole method
* Explicity correlated wave functions
* Basis-set convergence and extrapolation
* Calibration and benchmarking of computational methods with applications to molecular equilibrium structure atomization energies and reaction enthalpies.
Molecular Electronic-Structure Theory makes extensive use of numerical examples designed to illustrate the strengths and weaknesses of each method treated. In addition statements about the usefulness and deficiencies of the various methods are supported by actual examples not just model calculations. Problems and exercises are provided at the end of each chapter complete with hints and solutions.
This book is a must for researchers in the field of quantum chemistry as well as for nonspecialists who wish to acquire a thorough understanding of ab initio molecular electronic-structure theory and its applications to problems in chemistry and physics. It is also highly recommended for the teaching of graduates and advanced undergraduates.


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