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QA303.SPR FCT 81298 Multivariate calculus and geometry QA303.SPR FCT 81423 Elementary analysis QA303.SPR FCT 81508 Calculus with applications QA303.SPR FCT 81634 More calculus of a single variable QA303.SPR FCT 94691 Calculus of one variable QA303.2.SPR FCT 81350 Calculus without derivatives QA303.2.SPR FCT 81455 Applications of q-calculus in operator theory

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This book goes beyond the basics of a first course in calculus to reveal the power and richness of the subject. Standard topics from calculus — such as the real numbers, differentiation and integration, mean value theorems, the exponential function — are reviewed and elucidated before digging into a deeper exploration of theory and applications, such as the AGM inequality, convexity, the art of integration, and explicit formulas for π. Further topics and examples are introduced through a plethora of exercises that both challenge and delight the reader. While the reader is thereby exposed to the many threads of calculus, the coherence of the subject is preserved throughout by an emphasis on patterns of development, of proof and argumentation, and of generalization. More Calculus of a Single Variable is suitable as a text for a course in advanced calculus, as a supplementary text for courses in analysis, and for self-study by students, instructors, and, indeed, all connoisseurs of ingenious calculations.

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