Basic Concept in Modern Mathematics

By:

John Edward Hafstrom

Material type: Text

TextPublication details: New York; Dover Publications; 2013Description: x, 193pISBN:

9780486497297

Subject(s):

DDC classification:

512.7 HAF

Summary: An in-depth survey of some of the most readily applicable essentials of modern mathematics, this concise volume is geared toward undergraduates of all backgrounds as well as future math majors. By focusing on relatively few fundamental concepts, the text delves deeply enough into each subject to challenge students and to offer practical applications.The opening chapter introduces the program of study and discusses how numbers developed. Subsequent chapters explore the natural numbers; sets, variables, and statement forms; mappings and operations; groups; relations and partitions; integers; and rational and real numbers. Prerequisites include high school courses in elementary algebra and plane geometry.

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Holdings
Item type	Current library	Home library	Call number	Status	Date due	Barcode
Text Book	Chanakya University Knowledge Centre	Chanakya University Knowledge Centre	512.7 HAF (Browse shelf(Opens below))	Available		CU10538

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Previous	512.7 BAM Number Theory	512.7 BUR Making Transcendence Transparent:An Intuitive Approach to Classical Transcendental Number Theory	512.7 GIL Primality Testing for Beginners	512.7 HAF Basic Concept in Modern Mathematics	512.7 KAT Number Theory 2 Introduction to Class Field Theory	512.7 KUR Number Theory 3 Iwasawa Theory and Modular Forms	512.7 LEV Fundamentals of Number Theory	Next

An in-depth survey of some of the most readily applicable essentials of modern mathematics, this concise volume is geared toward undergraduates of all backgrounds as well as future math majors. By focusing on relatively few fundamental concepts, the text delves deeply enough into each subject to challenge students and to offer practical applications.The opening chapter introduces the program of study and discusses how numbers developed. Subsequent chapters explore the natural numbers; sets, variables, and statement forms; mappings and operations; groups; relations and partitions; integers; and rational and real numbers. Prerequisites include high school courses in elementary algebra and plane geometry.

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