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EBSCO_ocn834603820 |
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130401s2010 nyua ob 001 0 eng d |
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|a 1616684402
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|a 9781616684402
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|z 9781608768943
|q (hardcover)
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|z 1608768945
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|a DEBSZ
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|a (OCoLC)834603820
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|a QD39.3.M3
|b M369 2010
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|a SCI
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|a 540.15/1
|2 22
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|a UAMI
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|a Mathematical chemistry /
|c W.I. Hong, editor.
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|a New York :
|b Nova Science Publishers,
|c Ã2010.
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|a 1 online resource (xii, 613 pages) :
|b illustrations
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|a text
|b txt
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|a computer
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|a Chemistry research and applications
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|a Includes bibliographical references and index.
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|a Print version record.
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|a MATHEMATICAL CHEMISTRY; CONTENTS; PREFACE; EXACT TREATMENT OF FINITE RANKMODIFICATIONS OF FINITE-DIMENSIONALAND INFINITE-DIMENSIONAL QUANTUM SYSTEMS; Abstract; 1. Introduction; 2. Description of Finite-Dimensional Systems; 3. Internal and External Modifications of Finite-DimensionalSystems; 4. LRM Treatment of External Modificationsof Finite-Dimensional Systems; 4.1. Interlacing of Modified Eigenvalues s f with Parent Eigenvalues in; 4.2. Cardinal Solutions of the Combined System; 4.3. Singular Solutions of the Combined System; 4.4. Numerical Considerations.
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|a 4.5. Normalization of Modified Eigenstates4.6. Numerical Example; 5. Internal Modifications of Finite-Dimensional Systems; 5.1. Interlacing of Modified Eigenvalues s f with Eigenvalues in; 5.2. Cardinal Solutions of the Modified System; 5.3. Singular Solutions of the Modified System; 5.4. Case P = 0; 5.5. Case V = 0; 6. LRM Treatment of the Vibrational IsotopeEffect in the Harmonic Approximation; 6.1. Out-Of-Plane Vibrations of Planar Molecules; 6.2. Interlacing Rule for out-of-Plane Vibrations of Planar Molecules; 6.3. Single Isotopic Substitutions; 6.4. Inversion Relations.
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|a 6.5. Interlacing of Out-of-Plane Vibrational Frequencies of Thiopheneand Deuterated Thiophenes6.6. Out-of-Plane Vibrations of Ethylene Isotopomers; 6.7. Out-of-Plane Vibrations of Benzene Isotopomers; 6.8. Equality of LRM and DFT out-of-Plane Frequenciesof Benzene (H, D)-Isotopomers; 6.9. Comparison of LRM, Frequency Scaled DFT and Experimental out-of-Plane Frequencies of Benzene (H, D)-Isotopomers; 7. External Modification as a Special Case of InternalModification; 8. Infinite Dimensional Systems; 9. Description of an Infinite-Dimensional System.
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|a 10. External Modifications of Infinite-Dimensional Systems11. General Properties of The Solutionsto the Infinite-Dimensional Combined System; 11.1. Fractional Shift; 11.2. Description of the Open System that Interacts with an Infinite System; 12. Characteristic and Derived Operators; 12.1. Calculation of the Derived Operators; 13. Isolated Solutions of the Infinite-Dimensional CombinedSystem; 13.1. Resonant Points; 13.2. Probabilities Associated with Isolated Cardinal Eigenstates; 14. Embeded Solutions of the Combined System; 14.1. Embedded Cardinal Solutions.
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|a 14.2. Embedded Singular Solutions15. Completeness Relations; 16. One Dimensional Open Systems; 17. Examples; 17.1. Example E1; 17.2. Example E2; 17.3. Example E3: Interaction of a Single State with one-Dimensional Solid inThe Nearest-Neighbor Tight-Binding Approximation; 18. Time-Dependent Systems; 19. One Dimensional Open Systems -- Time Dependent Case; 19.1. Decay of a Local State in the Weak Coupling Limit; 19.2. Transitions of the State K to The Eigenstates of the System A; 19.3. Transition of the Local State to The System A in the Weak CouplingLimit; 19.4. Example E4; 19.5. Example E5.
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|a eBooks on EBSCOhost
|b EBSCO eBook Subscription Academic Collection - Worldwide
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|a Chemistry
|x Mathematics.
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|a SCIENCE
|x Chemistry
|x General.
|2 bisacsh
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|a Hong, W. I.
|q (Wei Inu),
|d 1945-
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|w (DLC) 2010001751
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|a Chemistry research and applications series.
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