Introduction To Classical Real Analysis
Description:
Volume based on 20 years of experience lecturing by author at Kansas State university. Elementary functions of a complex variable without Cauchy theory of analytic functions. Begins with axioms for a complete ordered field as the definition of the real number system, and uses theorem/proof style to justify subsequent results. Lebesgue integral on real line is first integral mentioned. Exercises may contain hints for students' assistance.
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