Author: Vasile Postolică

An Introduction to Trigonometry and its Applications

eBook: US $59 Special Offer (PDF + Printed Copy): US $108
Printed Copy: US $78
Library License: US $236
ISBN: 978-1-60805-951-5 (Print)
ISBN: 978-1-60805-950-8 (Online)
Year of Publication: 2014
DOI: 10.2174/97816080595081140101

Introduction

An Introduction to Trigonometry and its Applications presents a systematic approach to explain trigonometry concepts and applications. The textbook introduces readers to set theory and progresses to explaining different functions using an ensemble structure composed of real analysis and axiomatic fundaments of geometry.

Readers of this book will be able to learn about:

-Sets (including basic set theory and relationships between real number sets) -Real functions of real arguments (from surjective functions to continuous functions) -Vectors and associated axioms -Trigonometry functions and inverse restrictions -Applications of trigonometric functions

An Introduction to Trigonometry and its Applications presents definitions, properties, formulae, concepts and applications in a clear and concise manner making it a pertinent introduction for the high school students, university students, mathematics teachers and anyone who is interested in the major elements that make up the essence of trigonometry and associated functions.

Preface

- Pp. i-ii (2)
Erhan Pişkin*, Baver Okutmuştur*
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Preliminaries

- Pp. 1-40 (40)
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Lp(Ω) Spaces

- Pp. 41-85 (45)
Erhan Pişkin*, Baver Okutmuştur ​*

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Weak Derivative

- Pp. 86-96 (11)
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Sobolev Spaces

- Pp. 97-118 (22)
Erhan Pişkin*, Baver Okutmuştur*

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Sobolev Embedding Theorems

- Pp. 119-137 (19)
Erhan Pişkin*, Baver Okutmuştur*

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Variable Exponent Lebesgue and Sobolev Spaces

- Pp. 138-153 (16)
Erhan Pişkin*, Baver Okutmuştur*

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Applications on Differential Equations

- Pp. 154-183 (30)
Erhan Pişkin*, Baver Okutmuştur*

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Bibliography

- Pp. 184-187 (4)

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List of Symbols

- Pp. 188-189 (2)

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Subject Index

- Pp. 190-193 (4)

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