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" Non-equilibrium many-body states in carbon nanotube quantum dots / "
Tokura Hata.
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BL
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| Record Number
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655798
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| Doc. No
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dltt
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| Main Entry
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Ramsay, Arlan
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| Title & Author
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Introduction to hyperbolic geometry /\ Arlan Ramsay, Robert D. Richtmyer
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| Series Statement
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Universitext
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| Page. NO
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xii, 287 pages :: illustrations ;; 24 cm
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| ISBN
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0387943390
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: 9780387943398
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: 3540943390
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: 9783540943396
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| Notes
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Includes index
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| Contents
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Ch. 1. Axioms for Plane Geometry -- Ch. 2. Some Neutral Theorems of Plane Geometry -- Ch. 3. Qualitative Description of the Hyperbolic Plane -- Ch. 4. H[superscript 3] and Euclidean Approximations in H[superscript 2] -- Ch. 5. Differential Geometry of Surfaces -- Ch. 6. Quantitative Considerations -- Ch. 7. Consistency and Categoricalness of the Hyperbolic Axioms; The Classical Models -- Ch. 8. Matrix Representation of the Isometry Group -- Ch. 9. Differential and Hyperbolic Geometry in More Dimensions -- Ch. 10. Connections with the Lorentz Group of Special Relativity -- Ch. 11. Constructions by Straightedge and Compass in the Hyperbolic Plane
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| Subject
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Geometry, Hyperbolic
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| Dewey Classification
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516.9
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| LC Classification
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QA685.R18 1995
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| Added Entry
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Richtmyer, Robert D
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