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  1. Tucker, M.A.; Anderson, N.D.: Guide to information sources in mathematics and statistics (2004) 0.04
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    Footnote
    Vgl. die Rez. zu: Fowler, K.K. (Hrsg.): Using the mathematical literature. New York: Dekker 2004. 389 S. ISBN 0-8247-8971-7. (Books in library and information science; 66) in: Mathematical intelligencer 27(2005) no.2, S.80-81 (J.P. Ladwig u. E.B. Williams):
  2. Using the mathematical literature (2004) 0.02
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    Footnote
    Rez. in: Mathematical intelligencer 27(2005) no.2, S.80-81 (J.P. Ladwig u. E.B. Williams): "This book deals with the basic tools and skills needed in the mathematical laboratory." It is written not only for librarians, but more importantly for undergraduates doing mathematical research, for graduate students, and for faculty exploring new areas. This is the 66th volume of Dekker's Books in Library and Information Science. It is divided into two parts, "Tools and Strategies," and "Recommended Reading by Subject," and it has two indexes: author and subject. The first place a seasoned mathematician is likely to browse is Part II, "Recommended Readings by Subject," just to check the list of resources for his or her subject. The subjects included are: History of mathematics Number theory Combinatorics Abstract algebra Algebraic and differential geometry Real and complex analysis Differential equations Topology Probability theory and stochastic processes Numerical analysis Mathematical biology Mathematics education NOTE: We understand from the editor that contributors for other subjects (like mathematical logie) would have been welcome. Each subject is given a chapter written by a mathematician and/or a mathematics librarian. Each entry gives enough information to locate and even order the resource, and often a one- or two-sentence description. The emphasis is an books, but key journals and on-line resources are also indicated. The chapters generally contain an introduction, a section an general sources, and then sections for the major subdivisions of a field. Sections often refer to general texts, and then further refine the subdivision. For example, the chapter an topology by Alan Hatcher contains a section an introductory books, then sections an algebraic topology, manifold theory, low-dimensional topology, history, and other resources. The section an manifold theory, for example, discusses differential topology, piecewise-linear topology, topological manifolds, and surgery theory.
  3. Lexikon der Mathematik (2000-2003) 0.01
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    Date
    22. 7.2000 18:06:10
  4. Pfeifer, W. (Bearb.): Etymologisches Wörterbuch des Deutschen : Erarbeitet unter der Leitung von Wolfgang Pfeifer (2003) 0.00
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    Abstract
    Wer wissen will, wie alt ein Wort ist, woher es stammt, welche Bedeutung es ursprünglich hatte und mit welchen anderen Wörtern es zusammenhängt, findet in diesem Nachschlagewerk präzise Angaben über "tó étymon", den "wahren Sinn eines Wortes". In über 8 000 Einträgen gibt das 'Etymologische Wörterbuch des Deutschen' Auskunft über den Grundwortschatz der deutschen Sprache: Herkunft, Entwicklung, Bedeutung und Verwandtschaft von rund 22 000 Wörtern werden erschlossen. Verzeichnet sind das erste Auftreten eines Wortes im Deutschen, verwandte Formen innerhalb des Germanischen, indoeuropäische Wurzeln, kurz die Ursprungsform. Oberregionale Ausdrücke der Umgangssprache fehlen ebensowenig wie fachsprachliche Begriffe oder geläufige Fremdwörter, die in ihre Ursprungssprache zurückverfolgt werden. Bedeutungshinweise verdeutlichen die semantischen Bezüge zwischen Sprach- und Gesellschaftsgeschichte. Ableitungen und Zusammensetzungen eines Stichworts sind mit Angabe ihres Erstbelegs aufgeführt. Innersprachliche Zusammenhänge und lauthistorische Gesetzmäßigkeiten eröffnen sich dadurch dem an Sprache interessierten Leser.