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Showing posts with label Mathematics. Show all posts
Showing posts with label Mathematics. Show all posts

Waves (Dimensions of Mathematics)

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Waves (Dimensions of Mathematics) Overviews

This text provides an elementary introduction to the mathematical description of wave motion. The only mathematics assumed is that which would be found in an A-level calculus course. The book begins with a simple case of the vibration of a single particle and then considers two-particle systems and normal modes. Vibration on strings and springs are then covered, and the book finishes with a description of general wave properties such as the doppler effect and interference.


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Principles of Mathematical Analysis (International Series in Pure & Applied Mathematics)

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I'm taking this mathematical analysis course over this summer and this book by Walter Rudin is our textbook for the course. The book is a good place to quickly read through the numerous definitions, theorems and proofs that the course contains but it's very concise and so provides very little assistance understanding the concepts in depth.

One other shortcoming of this text book is in providing examples. There is a lot of theory and very few visualizations and examples. So I had to use other books on this subject such as the one by Tom Apostol as a reference book for this course.

No complaints about this seller on Amazon. The delivery was on time and book was in perfect condition.


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Principles of Mathematical Analysis (International Series in Pure & Applied Mathematics) Overviews

The third edition of this well known text continues to provide a solid foundation in mathematical analysis for undergraduate and first-year graduate students. The text begins with a discussion of the real number system as a complete ordered field. (Dedekind's construction is now treated in an appendix to Chapter I.) The topological background needed for the development of convergence, continuity, differentiation and integration is provided in Chapter 2. There is a new section on the gamma function, and many new and interesting exercises are included.

This text is part of the Walter Rudin Student Series in Advanced Mathematics.

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Customer Review


Meh... - NonPC - Little Rock, AR USA
Imagine you are trying to learn the English language, but the only tool you have is an English dictionary. That is what it feels like using this book. It has a wonderful amount of definitions, axioms, and theorems, and would make a very good reference (much like a dictionary). But as a text book to learn analysis? There are much better choices: Introduction to Analysis by Gaughan is one. It is less expensive and is actually better!Introduction to Analysis (Pure and Applied Undergraduate Texts)


Good book, but not the best for learning - Larae J. Dunitz - Cambridge, MA
He goes out of his way to make his proofs terse and "clever," and this compromises readability for beginners



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Higher Engineering Mathematics

Higher Engineering Mathematics Review










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Overviews

This book deals with the mathematical concepts and skills that are essential to engineering studies. On each topic it provides a concise summary of the theory, followed by worked examples that explain how problems are solved. Readers can then reinforce their understanding by working through the graded problems. This textbook caters for students on BTEC Higher National Certificate and Higher National Diploma engineering courses, and is also suitable for people embarking on engineering degree courses.

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Vectors in Two or Three Dimensions (Modular Mathematics Series)

Vectors in Two or Three Dimensions (Modular Mathematics Series) Review




This book is a simple introduction to vectors and is for high school students in calculus up through college students in their second year of mathematics. Get this book before the "real" math books get a hold of you and complicate the topic of vectors. Read this first and then when they try to make it obscure in your later course work, you can smile to yourself because you understand.

Read the first four chapters to assist with High School / Freshman calculus and physics use of vectors. The first 4 chapters are 48 pages of a book the size of a popular paperback. It wont overload you to read this in addition to your course work IF it CLEARS things up.

Read the remainder of the book in your sophmore year at college to simplify your study of vector (multivariable) calculus, and linear algebra.

I own a copy online and a hard copy of this book. I have loaned it out to students I have tutored in math.

Note that modular math also has a book out on multivariable or vector calculus. As a second year college math student, also consider that book to carry you further along..Vector Calculus (Modular Mathematics Ser)





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Overviews

Vectors in 2 or 3 Dimensions provides an introduction to vectors from their very basics. The author has approached the subject from a geometrical standpoint and although applications to mechanics will be pointed out and techniques from linear algebra employed, it is the geometric view which is emphasised throughout.

Properties of vectors are initially introduced before moving on to vector algebra and transformation geometry. Vector calculus as a means of studying curves and surfaces in 3 dimensions and the concept of isometry are introduced later, providing a stepping stone to more advanced theories.

* Adopts a geometric approach
* Develops gradually, building from basics to the concept of isometry and vector calculus
* Assumes virtually no prior knowledge
* Numerous worked examples, exercises and challenge questions

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Customer Review


Simple But Comprehensive Vector Operations Book - Terrance R. Banach - Sherman CT USA
This book presents vector math with a view from the geometrical perspective. The material is easy to follow. I found the instruction simple but well written. The book would be great as either an intro to vector analysis or as a quick review text.





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