Introduction to Abstract Mathematics - Hardcover

Bond, Robert J.; Keane, William J.

Hardcover

ISBN 10: 0534950507 ISBN 13: 9780534950507

Publisher: Cengage Learning, 1999

Synopsis

The goal of this book is to show students how mathematicians think and to glimpse some of the fascinating things they think about. Bond and Keane develop students' ability to do abstract mathematics by teaching the form of mathematics in the context of real and elementary mathematics. Students learn the fundamentals of mathematical logic; how to read and understand definitions, theorems, and proofs; and how to assimilate abstract ideas and communicate them in written form. Students will learn to write mathematical proofs coherently and correctly.

About this title

About the Author:

Robert J. Bond is a graduate of the College for Financial Planning. Prior to becoming a Certified Financial Planner, he worked in a variety of fields related to finance, including commercial banker, mortgage agent, and real estate broker. Bob was the founding director of the California Real Estate College that prepared candidates for sales and broker licensing. He has been a frequent lecturer on real estate and financial planning and has taught at UCLA, CSULA, American Institute for Continuing Education and for the College for Financial Planning. His past publications include: Personal Finance, California Real Estate Principles, Real Estate Practice, Real Estate Finance and many more. Bob had spent 30 years teaching courses in Real Estate, Finance, and Investments at Los Angeles Valley College, where he was chairman of the Business Administration Department before retiring in 1994. His professional designations and licenses have included Registered Principal (NASD), Variable Annuities Agent, Real Estate Broker, Fire and Casualty Agent, NASD Series 7 and 63, and Registered Investment Advisor.

About this edition

• Publisher: Cengage Learning
• Publication date: 1999
• ISBN 10: 0534950507
• ISBN 13: 9780534950507
• Binding: Hardcover
• Edition number: 1
• Number of pages: 323