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Titlebook: Writing Proofs in Analysis; Jonathan M. Kane Textbook 2016 Springer International Publishing Switzerland 2016 Proof writing.Mathematical p

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Topology of the Real Line,mple, the condition | .(.) − . | < . says that .(.) is in an open interval centered at ., and the condition | . − . | < . says that . is in an open interval centered at .. These intervals are specified in terms of the distance between . and . given by | . − . | . . is a branch of Mathematics where t
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Metric Spaces,numbers, .. Although the real numbers is a far simpler set to study than many other naturally arising sets in Analysis, the techniques learned while dealing with real-valued functions of a real variable can be applied almost exactly to prove similar theorems about functions defined on other domains
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Limits,h makes clear what is meant by “closer and closer” and “approaches.” In Analysis the distance between two real numbers is measured by the absolute value of the difference of the two numbers. Thus, the ideas of “closer and closer” and “approaches” naturally involve statements about the absolute values of differences of two quantities.
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