Basic Real Analysis - Beschreibung, ISBN und Ausgabe

Basic Real Analysis: Inhalt, Einordnung und bibliografische Details

Basic Real Analysis gehört zur Kategorie Sachbuch und stammt von Houshang H. Sohrab - eine Kombination, die den Titel sowohl fachlich als auch bibliografisch interessant macht. Die Kurzbeschreibung von Basic Real Analysis zeigt, welche Inhalte Leserinnen und Leser erwarten dürfen: One of the bedrocks of any mathematics education, the study of real analysis introduces students both to mathematical rigor and to the deep theorems and counterexamples that arise from such rigor: for instance, the construction of number systems, the Cantor Set, the Weierstrass nowhere differentiable function, and the Weierstrass approximation theorem. Basic Real Analysis is a modern, systematic text that presents the fundamentals and touchstone results of the subject in full rigor, but in a style that requires little prior familiarity with proofs or mathematical language. Key features include: * A broad view of mathematics throughout the book * Treatment of all concepts for real numbers first, with extensions to metric spaces later, in a separate chapter * Elegant proofs * Excellent choice of topics * Numerous examples and exercises to enforce methodology; exercises integrated into the main text, as well as at the end of each chapter * Emphasis on monotone functions throughout * Good development of integration theory * Special topics on Banach and Hilbert spaces and Fourier series, often not included in many courses on real analysis * Solid preparation for deeper study of functional analysis * Chapter on elementary probability * Comprehensive bibliography and index * Solutions manual available to instructors upon request By covering all the basics and developing rigor simultaneously, this introduction to real analysis is ideal for senior undergraduates and beginning graduate students, both as a classroom text or for self-study. With its wide range of topics and its view of real analysis in a larger context, the book will be appropriate for more advanced readers as well Als Veröffentlichungsdatum ist 2003 hinterlegt; verlegt wurde der Titel von Birkhäuser Boston in Boston, MA.

Warum Basic Real Analysis relevant sein kann

Basic Real Analysis liegt in Deutsch vor, was für die inhaltliche Nutzung ebenso wichtig ist wie für die bibliografische Suche. Basic Real Analysis spricht besonders Nutzer an, die sich für Bücher rund um Sachbuch interessieren. Mit dem Erscheinungszeitpunkt 2003 lässt sich Basic Real Analysis sauber in einen bibliografischen Kontext einordnen. Verlagsname und Verlagsort - Birkhäuser Boston und Boston, MA - helfen dabei, die Ausgabe eindeutig zu identifizieren. Basic Real Analysis ist besonders für Leserinnen und Leser interessant, die sich gezielt mit Veröffentlichungen von Houshang H. Sohrab beschäftigen möchten.

Inhalte, Themen und Relevanz

Im thematischen Kontext von Sachbuch setzt Basic Real Analysis laut Beschreibung auf folgende Schwerpunkte: One of the bedrocks of any mathematics education, the study of real analysis introduces students both to mathematical rigor and to the deep theorems and counterexamples that arise from such rigor: for instance, the construction of number systems, the Cantor Set, the Weierstrass nowhere differentiable function, and the Weierstrass approximation theorem. Basic Real Analysis is a modern, systematic text that presents the fundamentals and touchstone results of the subject in full rigor, but in a style that requires little prior familiarity with proofs or mathematical language. Key features include: * A broad view of mathematics throughout the book * Treatment of all concepts for real numbers first, with extensions to metric spaces later, in a separate chapter * Elegant proofs * Excellent choice of topics * Numerous examples and exercises to enforce methodology; exercises integrated into the main text, as well as at the end of each chapter * Emphasis on monotone functions throughout * Good development of integration theory * Special topics on Banach and Hilbert spaces and Fourier series, often not included in many courses on real analysis * Solid preparation for deeper study of functional analysis * Chapter on elementary probability * Comprehensive bibliography and index * Solutions manual available to instructors upon request By covering all the basics and developing rigor simultaneously, this introduction to real analysis is ideal for senior undergraduates and beginning graduate students, both as a classroom text or for self-study. With its wide range of topics and its view of real analysis in a larger context, the book will be appropriate for more advanced readers as well Für die thematische Suche und semantische Zuordnung sind insbesondere diese Tags relevant: Mathematics, Analysis, Global analysis (Mathematics), Symbolic and mathematical Logic, Mathematical Logic and Foundations, Reelle Analysis, Measure and Integration

Ausgabe, Identifikatoren und Referenzen

Im Open-Library-Kontext ist das Werk über OL19829807W sowie die Editionszuordnungen OL27019937M referenzierbar. Die Ausgabe ist über den Verlag Birkhäuser Boston, den Ort Boston, MA und das Datum 2003 klar kontextualisiert. Die Kombination aus ISBN-10 0817682325 und ISBN-13 9780817682323 ermöglicht eine besonders präzise bibliografische Zuordnung.

Bibliografische Daten auf einen Blick

1. Format: physical
2. Publiziert bei: Birkhäuser Boston
3. Autor beziehungsweise Autoren: Houshang H. Sohrab
4. Titel: Basic Real Analysis
5. Kurzbeschreibung: One of the bedrocks of any mathematics education, the study of real analysis introduces students both to mathematical rigor and to the deep theorems and counterexamples that arise from such rigor: for instance, the construction of number systems, the Cantor Set, the Weierstrass nowhere differentiable function, and the Weierstrass approximation theorem. Basic Real Analysis is a modern, systematic text that presents the fundamentals and touchstone results of the subject in full rigor, but in a style that requires little prior familiarity with proofs or mathematical language. Key features include: * A broad view of mathematics throughout the book * Treatment of all concepts for real numbers first, with extensions to metric spaces later, in a separate chapter * Elegant proofs * Excellent choice of topics * Numerous examples and exercises to enforce methodology; exercises integrated into the main text, as well as at the end of each chapter * Emphasis on monotone functions throughout * Good development of integration theory * Special topics on Banach and Hilbert spaces and Fourier series, often not included in many courses on real analysis * Solid preparation for deeper study of functional analysis * Chapter on elementary probability * Comprehensive bibliography and index * Solutions manual available to instructors upon request By covering all the basics and developing rigor simultaneously, this introduction to real analysis is ideal for senior undergraduates and beginning graduate students, both as a classroom text or for self-study. With its wide range of topics and its view of real analysis in a larger context, the book will be appropriate for more advanced readers as well
6. Sprache: Deutsch
7. ISBN-10: 0817682325
8. Internationale Standardbuchnummer (ISBN-13): 9780817682323
9. Externe Work-Referenz: OL19829807W
10. Externe Editionsreferenzen: OL27019937M
11. Ort der Veröffentlichung: Boston, MA
12. Erscheinungsdatum: 2003
13. Schlagwörter: Mathematics, Analysis, Global analysis (Mathematics), Symbolic and mathematical Logic, Mathematical Logic and Foundations, Reelle Analysis, Measure and Integration
14. Thematische Hauptkategorie: Sachbuch

Auffindbarkeit und bibliografische Präzision

Die Verbindung aus Basic Real Analysis, Houshang H. Sohrab, Sachbuch und Mathematics, Analysis, Global analysis (Mathematics), Symbolic and mathematical Logic, Mathematical Logic and Foundations, Reelle Analysis, Measure and Integration schafft eine solide Grundlage für eine präzise thematische Suche. Eindeutige Referenzdaten wie 0817682325, 9780817682323 und OL19829807W verbessern die bibliografische Verlässlichkeit zusätzlich.

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