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Cover Art
E-RESOURCE
Author Kantorovich, Lev, author. Author.

Title Mathematics for natural scientists : fundamentals and basics / Lev Kantorovich.

Published New York : Springer, [2016]
©2016

Copies

Location Call No. Status
 UniM INTERNET resource    AVAILABLE
Physical description xvii, 526 pages, : illustrations (some color)
Series Undergraduate Lecture Notes in Physics, 2192-4805
Undergraduate lecture notes in physics. 2192-4791
Springer English/International eBooks 2016 - Full Set
Bibliography Includes bibliographical references (page viii) and index.
Contents Part I. Fundamentals -- 1. Basic Knowledge -- 2. Functions -- Part II. Basics -- 3. Derivatives -- 4. Integral -- 5. Functions of Many Variables: Differentiation -- 6. Functions of Many Variables: Integration -- 7. Infinite Numerical and Functional Series -- 8. Ordinary Differential Equations.
Notes "This book, the first in a two part series, covers a course of mathematics tailored specifically for physics, engineering and chemistry students at the undergraduate level. It is unique in that it begins with logical concepts of mathematics first encountered at A-level and covers them in thorough detail, filling in the gaps in students' knowledge and reasoning. Then the book aids the leap between A-level and university-level mathematics, with complete proofs provided throughout and all complex mathematical concepts and techniques presented in a clear and transparent manner. Numerous examples and problems (with answers) are given for each section and, where appropriate, mathematical concepts are illustrated in a physics context. This text gives an invaluable foundation to students and a comprehensive aid to lecturers. Mathematics for Natural Scientists: Fundamentals and Basics is the first of two volumes. Advanced topics and their applications in physics are covered in the second volume."-- Cover.
Bibliography Includes bibliographical references and index.
Summary This book, the first in a two part series, covers a course of mathematics tailored specifically for physics, engineering and chemistry students at the undergraduate level. It is unique in that it begins with logical concepts of mathematics first encountered at A-level and covers them in thorough detail, filling in the gaps in students' knowledge and reasoning. Then the book aids the leap between A-level and university-level mathematics, with complete proofs provided throughout and all complex mathematical concepts and techniques presented in a clear and transparent manner. Numerous examples and problems (with answers) are given for each section and, where appropriate, mathematical concepts are illustrated in a physics context. This text gives an invaluable foundation to students and a comprehensive aid to lecturers. Mathematics for Natural Scientists: Fundamentals and Basics is the first of two volumes. Advanced topics and their applications in physics are covered in the second volume.
Other author SpringerLink issuing body.
Subject Mathematical physics.
Physics.
Chemometrics.
Mathematics.
Engineering mathematics.
ISBN 9781493927852 (electronic bk.)
149392785X (electronic bk.)
9781493927845 (print)
1493927841 (print)
Standard Number 10.1007/978-1-4939-2785-2