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The Stieltjes Integral

Af: Gregory Convertito, David Cruz-Uribe Engelsk Hardback
SPAR
kr 141

The Stieltjes Integral

Af: Gregory Convertito, David Cruz-Uribe Engelsk Hardback

The Stieltjes Integral provides a detailed, rigorous treatment of the Stieltjes integral. This integral is a generalization of the Riemann and Darboux integrals of calculus and undergraduate analysis, and can serve as a bridge between classical and modern analysis. It has applications in many areas, including number theory, statistics, physics, and finance. It begins with the Darboux integral, builds the theory of functions of bounded variation, and then develops the Stieltjes integral. It culminates with a proof of the Riesz representation theorem as an application of the Stieltjes integral.

For much of the 20th century the Stjeltjes integral was a standard part of the undergraduate or beginning graduate student sequence in analysis. However, the typical mathematics curriculum has changed at many institutions, and the Stieltjes integral has become less common in undergraduate textbooks and analysis courses. This book seeks to address this by offering an accessible treatment of the subject to students who have had a one semester course in analysis. This book is suitable for a second semester course in analysis, and also for independent study or as the foundation for a senior thesis or Masters project.

Features:

  • Written to be rigorous without sacrificing readability.
  • Accessible to undergraduate students who have taken a one-semester course on real analysis.
  • Contains a large number of exercises from routine to challenging.
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The Stieltjes Integral provides a detailed, rigorous treatment of the Stieltjes integral. This integral is a generalization of the Riemann and Darboux integrals of calculus and undergraduate analysis, and can serve as a bridge between classical and modern analysis. It has applications in many areas, including number theory, statistics, physics, and finance. It begins with the Darboux integral, builds the theory of functions of bounded variation, and then develops the Stieltjes integral. It culminates with a proof of the Riesz representation theorem as an application of the Stieltjes integral.

For much of the 20th century the Stjeltjes integral was a standard part of the undergraduate or beginning graduate student sequence in analysis. However, the typical mathematics curriculum has changed at many institutions, and the Stieltjes integral has become less common in undergraduate textbooks and analysis courses. This book seeks to address this by offering an accessible treatment of the subject to students who have had a one semester course in analysis. This book is suitable for a second semester course in analysis, and also for independent study or as the foundation for a senior thesis or Masters project.

Features:

  • Written to be rigorous without sacrificing readability.
  • Accessible to undergraduate students who have taken a one-semester course on real analysis.
  • Contains a large number of exercises from routine to challenging.
Produktdetaljer
Sprog: Engelsk
Sider: 250
ISBN-13: 9780815374008
Indbinding: Hardback
Udgave:
ISBN-10: 0815374003
Udg. Dato: 28 feb 2023
Længde: 26mm
Bredde: 161mm
Højde: 241mm
Forlag: Taylor & Francis Inc
Oplagsdato: 28 feb 2023
Forfatter(e) Gregory Convertito, David Cruz-Uribe


Kategori Funktionsanalyse og transformation


Sprog Engelsk


Indbinding Hardback


Sider 250


Udgave


Længde 26mm


Bredde 161mm


Højde 241mm


Udg. Dato 28 feb 2023


Oplagsdato 28 feb 2023

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