Bild 1 von 9
Galerie
Bild 1 von 9
Ähnlichen Artikel verkaufen?
Absolvententex
US $49,99
Ca.CHF 39,78
Artikelzustand:
Akzeptabel
Buch mit deutlichen Gebrauchsspuren. Der Einband kann einige Beschädigungen aufweisen, ist aber in seiner Gesamtheit noch intakt. Die Bindung ist möglicherweise leicht beschädigt, in ihrer Gesamtheit aber noch intakt. In den Randbereichen wurden evtl. Notizen gemacht, der Text kann Unterstreichungen und Markierungen enthalten, es fehlen aber keine Seiten und es ist alles vorhanden, was für die Lesbarkeit oder das Verständnis des Textes notwendig ist. Genauere Einzelheiten sowie eine Beschreibung eventueller Mängel entnehmen Sie bitte dem Angebot des Verkäufers.
- Sofort-KaufenAbsolvententexte Mathematik Ser.: Modelltheorie: eine Einführung : GUT
Oops! Looks like we're having trouble connecting to our server.
Refresh your browser window to try again.
Abholung:
Kostenlose Abholung in Forest, Virginia, USA.
Versand:
US $5,97 (ca. CHF 4,75) USPS Media MailTM.
Standort: Forest, Virginia, USA
Lieferung:
Lieferung zwischen Do, 9. Okt und Di, 14. Okt nach 94104 bei heutigem Zahlungseingang
Rücknahme:
Keine Rücknahme.
Zahlungen:
Sicher einkaufen
Der Verkäufer ist für dieses Angebot verantwortlich.
eBay-Artikelnr.:205752196147
Artikelmerkmale
- Artikelzustand
- ISBN
- 9781441931573
Über dieses Produkt
Product Identifiers
Publisher
Springer New York
ISBN-10
1441931570
ISBN-13
9781441931573
eBay Product ID (ePID)
108231488
Product Key Features
Number of Pages
VIII, 345 Pages
Publication Name
Model Theory: an Introduction : an Introduction
Language
English
Publication Year
2010
Subject
Logic
Type
Textbook
Subject Area
Mathematics
Series
Graduate Texts in Mathematics Ser.
Format
Trade Paperback
Dimensions
Item Weight
38.8 Oz
Item Length
9.3 in
Item Width
6.1 in
Additional Product Features
Intended Audience
Scholarly & Professional
Dewey Edition
22
Reviews
From the reviews:MATHEMATICAL REVIEWS"This is an extremely fine graduate level textbook on model theory. There is a careful selection of topics There is a strong focus on the meaning of model-theoretic concepts in mathematically interesting examples. The exercises touch on a wealth of beautiful topics.""This is an extremely fine graduate level textbook on model theory. There is a careful selection of topics, with a route leading to a substantial treatment of Hrushovski "s proof of the Mordell-Lang conjecture for function fields. The exercises touch on a wealth of beautiful topics. There is additional basic background in two appendices (on set theory and on real algebra)." (Dugald Macpherson, Mathematical Reviews, 2003 e)"Model theory is the branch of mathematical logic that examines what it means for a first-order sentence to be true in a particular structure . This is a text for graduate students, mainly aimed at those specializing in logic, but also of interest for mathematicians outside logic who want to know what model theory can offer them in their own disciplines. it is one which makes a good case for model theory as much more than a tool for specialist logicians." (Gerry Leversha, The Mathematical Gazette, Vol. 88 (513), 2004)"The author "s intended audience for this high level introduction to model theory is graduate students contemplating research in model theory, graduate students in logic, and mathematicians who are not logicians but who are in areas where model theory has interesting applications. The text is noteworthy for its wealth of examples and its desire to bring the student to the point where the frontiers of research are visible. this book should be on the shelf of anybody with an interest in model theory." (J. M. Plotkin, Zentralblatt Math, Vol. 1003 (03), 2003), From the reviews:MATHEMATICAL REVIEWS"This is an extremely fine graduate level textbook on model theory. There is a careful selection of topics…There is a strong focus on the meaning of model-theoretic concepts in mathematically interesting examples. The exercises touch on a wealth of beautiful topics.""This is an extremely fine graduate level textbook on model theory. There is a careful selection of topics, with a route leading to a substantial treatment of Hrushovski's proof of the Mordell-Lang conjecture for function fields. … The exercises touch on a wealth of beautiful topics. … There is additional basic background in two appendices (on set theory and on real algebra)." (Dugald Macpherson, Mathematical Reviews, 2003 e)"Model theory is the branch of mathematical logic that examines what it means for a first-order sentence … to be true in a particular structure … . This is a text for graduate students, mainly aimed at those specializing in logic, but also of interest for mathematicians outside logic who want to know what model theory can offer them in their own disciplines. … it is one which makes a good case for model theory as much more than a tool for specialist logicians." (Gerry Leversha, The Mathematical Gazette, Vol. 88 (513), 2004)"The author's intended audience for this high level introduction to model theory is graduate students contemplating research in model theory, graduate students in logic, and mathematicians who are not logicians but who are in areas where model theory has interesting applications. … The text is noteworthy for its wealth of examples and its desire to bring the student to the point where the frontiers of research are visible. … this book should be on the shelf of anybody with an interest in model theory." (J. M. Plotkin, Zentralblatt Math, Vol. 1003 (03), 2003), From the reviews: MATHEMATICAL REVIEWS "This is an extremely fine graduate level textbook on model theory. There is a careful selection of topics...There is a strong focus on the meaning of model-theoretic concepts in mathematically interesting examples. The exercises touch on a wealth of beautiful topics." "This is an extremely fine graduate level textbook on model theory. There is a careful selection of topics, with a route leading to a substantial treatment of Hrushovski's proof of the Mordell-Lang conjecture for function fields. ... The exercises touch on a wealth of beautiful topics. ... There is additional basic background in two appendices (on set theory and on real algebra)." (Dugald Macpherson, Mathematical Reviews, 2003 e) "Model theory is the branch of mathematical logic that examines what it means for a first-order sentence ... to be true in a particular structure ... . This is a text for graduate students, mainly aimed at those specializing in logic, but also of interest for mathematicians outside logic who want to know what model theory can offer them in their own disciplines. ... it is one which makes a good case for model theory as much more than a tool for specialist logicians." (Gerry Leversha, The Mathematical Gazette, Vol. 88 (513), 2004) "The author's intended audience for this high level introduction to model theory is graduate students contemplating research in model theory, graduate students in logic, and mathematicians who are not logicians but who are in areas where model theory has interesting applications. ... The text is noteworthy for its wealth of examples and its desire to bring the student to the point where the frontiers of research are visible. ... this book should be on the shelf of anybody with an interest in model theory." (J. M. Plotkin, Zentralblatt Math, Vol. 1003 (03), 2003), From the reviews: MATHEMATICAL REVIEWS "This is an extremely fine graduate level textbook on model theory. There is a careful selection of topics…There is a strong focus on the meaning of model-theoretic concepts in mathematically interesting examples. The exercises touch on a wealth of beautiful topics." "This is an extremely fine graduate level textbook on model theory. There is a careful selection of topics, with a route leading to a substantial treatment of Hrushovski's proof of the Mordell-Lang conjecture for function fields. … The exercises touch on a wealth of beautiful topics. … There is additional basic background in two appendices (on set theory and on real algebra)." (Dugald Macpherson, Mathematical Reviews, 2003 e) "Model theory is the branch of mathematical logic that examines what it means for a first-order sentence … to be true in a particular structure … . This is a text for graduate students, mainly aimed at those specializing in logic, but also of interest for mathematicians outside logic who want to know what model theory can offer them in their own disciplines. … it is one which makes a good case for model theory as much more than a tool for specialist logicians." (Gerry Leversha, The Mathematical Gazette, Vol. 88 (513), 2004) "The author's intended audience for this high level introduction to model theory is graduate students contemplating research in model theory, graduate students in logic, and mathematicians who are not logicians but who are in areas where model theory has interesting applications. … The text is noteworthy for its wealth of examples and its desire to bring the student to the point where the frontiers of research are visible. … this book should be on the shelf of anybody with an interest in model theory." (J. M. Plotkin, Zentralblatt Math, Vol. 1003 (03), 2003)
Series Volume Number
217
Number of Volumes
1 vol.
Illustrated
Yes
Dewey Decimal
511.3
Table Of Content
Structures and Theories.- Basic Techniques.- Algebraic Examples.- Realizing and Omitting Types.- Indiscernibles.- ?-Stable Theories.- ?-Stable Groups.- Geometry of Strongly Minimal Sets.
Synopsis
Model theory is a branch of mathematical logic where we study mathem- ical structures by considering the ?rst-order sentences true in those str- turesandthesetsde'nableby'rst-orderformulas.Traditionallytherehave been two principal themes in the subject: *startingwithaconcretemathematicalstructure,suchasthe'eldofreal numbers, and using model-theoretic techniques to obtain new information about the structure and the sets de'nable in the structure; * looking at theories that have some interesting property and proving general structure theorems about their models. A good example of the ?rst theme is Tarski's work on the ?eld of real numbers. Tarski showed that the theory of the real ?eld is decidable. This is a sharp contrast to G¨ odel's Incompleteness Theorem, which showed that the theory of the seemingly simpler ring of integers is undecidable. For his proof, Tarski developed the method of quanti'er elimination which can be n used to show that all subsets of R de'nable in the real ?eld are geom- rically well-behaved. More recently, Wilkie [103] extended these ideas to prove that sets de'nable in the real exponential ?eld are also well-behaved. ThesecondthemeisillustratedbyMorley'sCategoricityTheorem,which says that if T is a theory in a countable language and there is an uncou- able cardinal ? such that, up to isomorphism, T has a unique model of cardinality ?,then T has a unique model of cardinality ? for every - countable'.ThislinehasbeenextendedbyShelah[92],whohasdeveloped deep general classi'cation results., Assumes only a familiarity with algebra at the beginning graduate level; Stresses applications to algebra; Illustrates several of the ways Model Theory can be a useful tool in analyzing classical mathematical structures, Preliminary Text. Do not use. This book offers an introductory course in model theory emphasizing connections to algebra. It will be an appropriate introduction both for graduate students interested in advanced work in model theory and for students and researchers in logic or algebra who want to learn the basic results and themes of model theory. In the end, the reader will have a firm background in model theory and be well motivated and well prepared for more advanced treatments like Pillay's "Geometric Model Theory" or Buechler's "Essential Stability Theory."
LC Classification Number
QA8.9-10.3
Artikelbeschreibung des Verkäufers
Info zu diesem Verkäufer
Fran's Finds
100% positive Bewertungen•2.6 Tsd. Artikel verkauft
Angemeldet als privater VerkäuferDaher finden verbraucherschützende Vorschriften, die sich aus dem EU-Verbraucherrecht ergeben, keine Anwendung. Der eBay-Käuferschutz gilt dennoch für die meisten Käufe.
Beliebte Kategorien in diesem Shop
Verkäuferbewertungen (949)
- Évaluations automatiques eBay- Bewertung vom Käufer.Letzter MonatCommande livrée dans les délais et sans problème
- Évaluations automatiques eBay- Bewertung vom Käufer.Letzter MonatCommande livrée dans les délais et sans problème
- Évaluations automatiques eBay- Bewertung vom Käufer.Letzter MonatCommande livrée dans les délais et sans problème
Noch mehr entdecken:
- Mathematik Schule und Ausbildung,
- Bücher über Mathematik Sachbuch,
- Lehrbücher Mathematik,
- Mathematik Studium und Erwachsenenbildung,
- Mathematik Klett Schule und Ausbildung,
- Mathematik Schule und Ausbildung als gebundene Ausgabe,
- Mathematik Schule und Ausbildung im Taschenbuch-Format,
- Englische Schule und Ausbildung Mathematik,
- Mathematik Schule und Ausbildung Lehrerausgabe,
- Mathematik Schule und Ausbildung Ab 2010
Fran's Finds
100% positive Bewertungen•2.6 Tsd. Artikel verkauft
Angemeldet als privater VerkäuferDaher finden verbraucherschützende Vorschriften, die sich aus dem EU-Verbraucherrecht ergeben, keine Anwendung. Der eBay-Käuferschutz gilt dennoch für die meisten Käufe.
Beliebte Kategorien in diesem Shop
Verkäuferbewertungen (949)
- Évaluations automatiques eBay- Bewertung vom Käufer.Letzter MonatCommande livrée dans les délais et sans problème
- Évaluations automatiques eBay- Bewertung vom Käufer.Letzter MonatCommande livrée dans les délais et sans problème
- Évaluations automatiques eBay- Bewertung vom Käufer.Letzter MonatCommande livrée dans les délais et sans problème