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Advanced Calculus : Theory and Practice

Advanced Calculus : Theory and Practice

Petrovic, John Srdjan
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Sequences and Their Limits Computing the LimitsDefinition of the Limit Properties of Limits Monotone Sequences The Number e Cauchy Sequences Limit Superior and Limit Inferior Computing the Limits-Part II Real Numbers The Axioms of the Set R Consequences of the Completeness Axiom Bolzano-Weierstrass Theorem Some Thoughts about RContinuity Computing Limits of Functions A Review of Functions Continuous Functions: A Geometric Viewpoint Limits of Functions Other Limits Properties of Continuous Functions The Continuity of Elementary Functions Uniform Continuity Two Properties of Continuous Functions.
Abstract: Sequences and Their Limits Computing the LimitsDefinition of the Limit Properties of Limits Monotone Sequences The Number e Cauchy Sequences Limit Superior and Limit Inferior Computing the Limits-Part II Real Numbers The Axioms of the Set R Consequences of the Completeness Axiom Bolzano-Weierstrass Theorem Some Thoughts about RContinuity Computing Limits of Functions A Review of Functions Continuous Functions: A Geometric Viewpoint Limits of Functions Other Limits Properties of Continuous Functions The Continuity of Elementary Functions Uniform Continuity Two Properties of Continuous Functions
Ano:
2013
Editora:
CRC Press
Idioma:
english
Páginas:
564
ISBN 10:
1351381431
ISBN 13:
9781351381437
Série:
Textbooks in Mathematics
Arquivo:
PDF, 4.18 MB
IPFS:
CID , CID Blake2b
english, 2013
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