Introduction to Real Analysis
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Introduction to Real Analysis
DePree, John; Swartz, Charles
John Wiley & Sons Inc
02/1989
368
Mole
Inglês
9780471853916
15 a 20 dias
552
Descrição não disponível.
Preliminaries.
Real Numbers.
Sequences.
Infinite Series.
Euclidean Spaces.
Limits of Functions.
Continuity and Uniform Continuity.
Sequences of Functions.
The Riemann Integral Reviewed.
The Gauge Integral.
The Gauge Integral Over Unbounded Intervals.
Convergence Theorems.
Multiple Integrals.
Convolution and Approximation.
Metric Spaces.
Topology in Metric Spaces.
Continuity.
Complete Metric Spaces.
Contraction Mappings.
The Baire Category Theorem.
Compactness.
Connectedness.
The Stone-Weierstrass Theorem.
Differentiation of Vector-valued Functions.
Mapping Theorems.
Bibliography.
Index.
Real Numbers.
Sequences.
Infinite Series.
Euclidean Spaces.
Limits of Functions.
Continuity and Uniform Continuity.
Sequences of Functions.
The Riemann Integral Reviewed.
The Gauge Integral.
The Gauge Integral Over Unbounded Intervals.
Convergence Theorems.
Multiple Integrals.
Convolution and Approximation.
Metric Spaces.
Topology in Metric Spaces.
Continuity.
Complete Metric Spaces.
Contraction Mappings.
The Baire Category Theorem.
Compactness.
Connectedness.
The Stone-Weierstrass Theorem.
Differentiation of Vector-valued Functions.
Mapping Theorems.
Bibliography.
Index.
Este título pertence ao(s) assunto(s) indicados(s). Para ver outros títulos clique no assunto desejado.
limits; functions; sequences; integral; intervals; gauge; unbounded; metric; topology; theorem; category
Preliminaries.
Real Numbers.
Sequences.
Infinite Series.
Euclidean Spaces.
Limits of Functions.
Continuity and Uniform Continuity.
Sequences of Functions.
The Riemann Integral Reviewed.
The Gauge Integral.
The Gauge Integral Over Unbounded Intervals.
Convergence Theorems.
Multiple Integrals.
Convolution and Approximation.
Metric Spaces.
Topology in Metric Spaces.
Continuity.
Complete Metric Spaces.
Contraction Mappings.
The Baire Category Theorem.
Compactness.
Connectedness.
The Stone-Weierstrass Theorem.
Differentiation of Vector-valued Functions.
Mapping Theorems.
Bibliography.
Index.
Real Numbers.
Sequences.
Infinite Series.
Euclidean Spaces.
Limits of Functions.
Continuity and Uniform Continuity.
Sequences of Functions.
The Riemann Integral Reviewed.
The Gauge Integral.
The Gauge Integral Over Unbounded Intervals.
Convergence Theorems.
Multiple Integrals.
Convolution and Approximation.
Metric Spaces.
Topology in Metric Spaces.
Continuity.
Complete Metric Spaces.
Contraction Mappings.
The Baire Category Theorem.
Compactness.
Connectedness.
The Stone-Weierstrass Theorem.
Differentiation of Vector-valued Functions.
Mapping Theorems.
Bibliography.
Index.
Este título pertence ao(s) assunto(s) indicados(s). Para ver outros títulos clique no assunto desejado.
