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XIII - Variational Problems
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Contents
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Introduction
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XI - Unbounded Linear Operators
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IV - Linear Operators
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VIII - Compact Operators on Normed Linear Spaces
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XII - The Hahn-Banach Theorem and Optimization Problems
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I - Preliminaries
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VI - Space of Bounded Linear Functionals
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II - Normed Linear Spaces
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Preface
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Bibliography
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XIV - The Wavelet Analysis
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A First Course in Functional Analysis
- Theory and Applications
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Frontmatter
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III - Hilbert Space
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List of Symbols
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VII - Closed Graph Theorem and Its Consequences
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IX - Elements of Spectral Theory of Self-Adjoint Operators in Hilbert Spaces
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X - Measure and Integration in Lp Spaces
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