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Mathematics for chemistry and physics / George Turrell.

By: Material type: TextTextPublisher: San Diego : Academic Press, [2002]Copyright date: ©2002Description: xiv, 408 pages : illustrations ; 24 cmContent type:
  • text
Media type:
  • unmediated
Carrier type:
  • volume
ISBN:
  • 0127050515
  • 9780127050515
Subject(s): DDC classification:
  • 510
LOC classification:
  • QA37.3. T87 2002
Contents:
1. Variables and Functions -- 2. Limits, Derivatives and Series -- 3. Integration -- 4. Vector Analysis -- 5. Ordinary Differential Equations -- 6. Partial Differential Equations -- 7. Operators and Matrices -- 8. Group Theory -- 9. Molecular Mechanics -- 10. Probability and Statistics -- 11. Integral Transforms -- 12. Approximation Methods in Quantum Mechanics -- 13. Numerical Analysis -- App. I. The Greek alphabet -- App. II. Dimensions and units -- App. III. Atomic orbitals -- App. IV. Radial wavefunctions for hydrogenlike species -- App. V. The Laplacian operator in spherical coordinates -- App. VI. The divergence theorem -- App. VII. Determination of the molecular symmetry group -- App. VIII. Character tables for some of the more common point groups -- App. IX. Matrix elements for the harmonic oscillator -- App. X. Further reading.
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Includes bibliographical references and index.

1. Variables and Functions -- 2. Limits, Derivatives and Series -- 3. Integration -- 4. Vector Analysis -- 5. Ordinary Differential Equations -- 6. Partial Differential Equations -- 7. Operators and Matrices -- 8. Group Theory -- 9. Molecular Mechanics -- 10. Probability and Statistics -- 11. Integral Transforms -- 12. Approximation Methods in Quantum Mechanics -- 13. Numerical Analysis -- App. I. The Greek alphabet -- App. II. Dimensions and units -- App. III. Atomic orbitals -- App. IV. Radial wavefunctions for hydrogenlike species -- App. V. The Laplacian operator in spherical coordinates -- App. VI. The divergence theorem -- App. VII. Determination of the molecular symmetry group -- App. VIII. Character tables for some of the more common point groups -- App. IX. Matrix elements for the harmonic oscillator -- App. X. Further reading.

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