Stromberg discusses classical analysis that is real in the sense that he does not include any of the Cauchy theory of analytic functions. He considers infinite series and products in the setting of complex numbers, so complex numbers appear throughout, and he defines elementary functions as functions of a complex variable. He also departs from the classical themes when he presents limits and continuity in the context of abstract topological and metric spaces. He intends the textbook to be for an advanced undergraduate or beginning graduate course preparing students for learning complex and abstract analysis. Annotation �2016 Ringgold, Inc., Portland, OR (protoview.com)

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An Introduction to Classical Real Analysis

Stromberg, Karl R.

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