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  • 1
    Online-Ressource
    Online-Ressource
    Amsterdam, The Netherlands ; : Elsevier,
    UID:
    almafu_9958058209202883
    Umfang: 1 online resource (413 p.)
    Ausgabe: 1st ed.
    ISBN: 9786610707867 , 9781280707865 , 1280707860 , 9780080465548 , 0080465544
    Inhalt: This book comes out of need and urgency (expressed especially in areas of Information Retrieval with respect to Image, Audio, Internet and Biology) to have a working tool to compare data.The book will provide powerful resource for all researchers using Mathematics as well as for mathematicians themselves. In the time when over-specialization and terminology fences isolate researchers, this Dictionary try to be ""centripedal"" and ""oikoumeni"", providing some access and altitude of vision but without taking the route of scientific vulgarisation. This attempted balance is the main ph
    Anmerkung: Description based upon print version of record. , Front cover; Title page; Copyright page; Preface; Contents; Part I. Mathematics of Distances; Chapter 1. General Definitions; 1.1. Basic definitions; 1.2. Main distance-related notions; 1.3. General distances; Chapter 2. Topological Spaces; Chapter 3. Generalizations of Metric Spaces; 3.1. m-metrics; 3.2. Indefinite metrics; 3.3. Topological generalizations; 3.4. Beyond numbers; Chapter 4. Metric Transforms; 4.1. Metrics on the same set; 4.2. Metrics on set extensions; 4.3. Metrics on other sets; Chapter 5. Metrics on Normed Structures; Part II. Geometry and Distances , Chapter 6. Distances in Geometry6.1. Geodesic Geometry; 6.2. Projective Geometry; 6.3. Affine Geometry; 6.4. Non-Euclidean Geometry; Chapter 7. Riemannian and Hermitian Metrics; 7.1. Riemannian metrics and generalizations; 7.2. Riemannian metrics in Information Theory; 7.3. Hermitian metrics and generalizations; Chapter 8. Distances on Surfaces and Knots; 8.1. General surface metrics; 8.2. Intrinsic metrics on surfaces; 8.3. Distances on knots; Chapter 9. Distances on Convex Bodies, Cones, and Simplicial Complexes; 9.1. Distances on convex bodies; 9.2. Distances on cones , 9.3. Distances on simplicial complexesPart III. Distances in Classical Mathematics; Chapter 10. Distances in Algebra; 10.1. Group metrics; 10.2. Metrics on binary relations; 10.3. Lattice metrics; Chapter 11. Distances on Strings and Permutations; 11.1. Distances on general strings; 11.2. Distances on permutations; Chapter 12. Distances on Numbers, Polynomials, and Matrices; 12.1. Metrics on numbers; 12.2. Metrics on polynomials; 12.3. Metrics on matrices; Chapter 13. Distances in Functional Analysis; 13.1. Metrics on function spaces; 13.2. Metrics on linear operators , Chapter 14. Distances in Probability Theory14.1. Distances on random variables; 14.2. Distances on distribution laws; Part IV. Distances in Applied Mathematics; Chapter 15. Distances in Graph Theory; 15.1. Distances on vertices of a graph; 15.2. Distance-defined graphs; 15.3. Distances on graphs; 15.4. Distances on trees; Chapter 16. Distances in Coding Theory; 16.1. Minimum distance and relatives; 16.2. Main coding distances; Chapter 17. Distances and Similarities in Data Analysis; 17.1. Similarities and distances for numerical data; 17.2. Relatives of Euclidean distance , 17.3. Similarities and distances for binary data17.4. Correlation similarities and distances; Chapter 18. Distances in Mathematical Engineering; 18.1. Motion planning distances; 18.2. Cellular automata distances; 18.3. Distances in Control Theory; 18.4. MOEA distances; Part V. Computer-Related Distances; Chapter 19. Distances on Real and Digital Planes; 19.1. Metrics on real plane; 19.2. Digital metrics; Chapter 20. Voronoi Diagram Distances; 20.1. Classical Voronoi generation distances; 20.2. Plane Voronoi generation distances; 20.3. Other Voronoi generation distances , Chapter 21. Image and Audio Distances , English
    Weitere Ausg.: ISBN 9780444520876
    Weitere Ausg.: ISBN 0444520872
    Sprache: Englisch
    Bibliothek Standort Signatur Band/Heft/Jahr Verfügbarkeit
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  • 2
    Online-Ressource
    Online-Ressource
    Amsterdam [u.a.] : Elsevier
    UID:
    gbv_1645853144
    Umfang: Online Ressource (xv, 391 p.) , Ill., graph. Darst.
    Ausgabe: 1st ed.
    Ausgabe: Online-Ausg. Amsterdam Elsevier Science & Technology Online-Ressource ScienceDirect
    ISBN: 9780444520876 , 0444520872 , 9780080465548 , 0080465544
    Inhalt: Preface -- I. Mathematics of Distances -- 1. General Definitions -- 2. Topological Spaces -- 3. Generalizations of Metric Spaces -- 4. Metric Transforms -- 5. Metrics on Normed Structures -- II. Geometry and Distances -- 6. Distances in Geometry -- 7. Riemannian and Hermitian Metrics -- 8. Distances on Surfaces and Knots -- 9. Distances on Convex Bodies, Cones, and Simplicial Complexes -- III. Distances in Classical Mathematics -- 10. Distances in Algebra -- 11. Distances on Strings and Permutations -- 12. Distances on Numbers, Polynomials, and Matrices -- 13. Distances in Functional Analysis -- 14. Distances in Probability Theory -- IV. Distances in Applied Mathematics -- 15. Distances in Graph Theory -- 16. Distances in Coding Theory -- 17. Distances and Similarities in Data Analysis -- 18. Distances in Mathematical Engineering -- V. Computer-related Distances -- 19. Distances on Real and Digital Planes -- 20. Voronoi Diagram Distances -- 21. Image and Audio Distances -- 22. Distances in Internet and Similar Networks -- VI. Distances in Natural Sciences -- 23. Distances in Biology -- 24. Distances in Physics and Chemistry -- 25. Distances in Geography, Geophysics, and Astronomy -- 26. Distances in Cosmology ad Theory of Relativity -- VII. Real-world Distances -- 27. Length Measures and Scales -- 28. Non-mathematical and Figurative Meaning of Distance
    Inhalt: This book comes out of need and urgency (expressed especially in areas of Information Retrieval with respect to Image, Audio, Internet and Biology) to have a working tool to compare data. The book will provide powerful resource for all researchers using Mathematics as well as for mathematicians themselves. In the time when over-specialization and terminology fences isolate researchers, this Dictionary try to be "centripedal" and "oikoumeni", providing some access and altitude of vision but without taking the route of scientific vulgarisation. This attempted balance is the main philosophy of this Dictionary which defined its structure and style. Key features: - Unicity: it is the first book treating the basic notion of Distance in whole generality. - Interdisciplinarity: this Dictionary is larger in scope than majority of thematic dictionaries. - Encyclopedicity: while an Encyclopedia of Distances seems now too difficult to produce, this book (by its scope, short introductions and organization) provides the main material for it and for future tutorials on some parts of this material. - Applicability: the distances, as well as distance-related notions and paradigms, are provided in ready-to-use fashion. - Worthiness: the need and urgency for such dictionary was great in several huge areas, esp. Information Retrieval, Image Analysis, Speech Recognition and Biology. - Accessibility: the definitions are easy to locate by subject or, in Index, by alphabetic order; the introductions and definitions are reader-friendly and maximally independent one from another; still the text is structured, in the 3D HTML style, by hyperlink-like boldfaced references to similar definitions. * Covers a large range of subjects in pure and applied mathematics * Designed to be easily applied--the distances and distance-related notions and paradigms are ready to use * Helps users quickly locate definitions by subject or in alphabetical order; stand-alone entries include references to other entries and sources for further investigation
    Anmerkung: Includes bibliographical references (p. 371-377) and index. - Description based on print version record
    Weitere Ausg.: ISBN 0444520872
    Weitere Ausg.: ISBN 0080465544
    Weitere Ausg.: Erscheint auch als Druck-Ausgabe Deza, Elena, 1961 - Dictionary of distances Amsterdam [u.a.] : Elsevier, 2006 ISBN 0444520872
    Weitere Ausg.: ISBN 9780444520876
    Sprache: Englisch
    Fachgebiete: Mathematik
    RVK:
    RVK:
    Schlagwort(e): Abstand ; Electronic books
    URL: Volltext  (Deutschlandweit zugänglich)
    Mehr zum Autor: Deza, Elena 1961-
    Mehr zum Autor: Deza, Michel 1939-
    Bibliothek Standort Signatur Band/Heft/Jahr Verfügbarkeit
    BibTip Andere fanden auch interessant ...
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