A Transition to Advanced Mathematics

by Douglas Smith, Maurice Eggen, Richard St. Andre, et al.

Book Overview

A TRANSITION TO ADVANCED MATHEMATICS helps students to bridge the gap between calculus and advanced math courses. The most successful text of its kind, the 8th edition continues to provide a firm... This description may be from another edition of this product.

• Format: Hardcover
• Language: English
• ISBN: 0534012493
• ISBN13: 9780534012496
• Release Date: January 1983
• Publisher: Thomson Brooks/Cole
• Length: 178 Pages
• Weight: 1.05 lbs.

Customer Reviews

Great logic. Easy read.

Needed this book for class. It is an easy read book. Gives great and useful examples for the assignment. Contains selected solutions in the back of the book.

satisfactory/great

This product was in great condition and arrived on time. This text was highly useful in my proofs course. There were helpful examples and thorough instructions.

Fantastic introduction to set theory and proof writing

This book was used as the primary text for one of my college math classes and I immediately fell in love with it. It serves as an excellent primer for set theory and proof writing. The book is clearly written and covers topic in enough detail for readers to understand, but not more detail than necessary. The book delves a bit into groups as well, serving as an excellent text to begin learning the fundamentals of group theory. I recommend this book for anyone who wishes to learn to write proofs with a focus in set theory.

An excellent book

This is an excellent book for those wishing to make it into advanced mathematics - probability, measure etc. The exercises are not difficult. They are fairly easy. The proofs that are left for the students to complete are not difficult at all. In fact, the first half of the proofs are generally given in the text. I do not see the need to know number theory to understand this book (as another reviewer had suggested). The current price is prohibitive - I paid less than a third of its current price more than a decade ago!

excellent - especially for future math teachers

The heart of the book is exercises in grading proofs. These are very useful - especially to future teachers.There is a lot of overlap between the first four chapters of this book and what is often taught in discrete math but the book is more thorough and rigorous. In addition, there is a chapter on cardinality, and introductions to abstract algebra and real analysis.Teachers may not get a chance to take many upper level undergraduate courses that are oriented to math majors. This book is a transition to math for mathematicians (rather than engineers and science students) and covers the fundamentals in a very accessible manner.