Functional analysis
Functional analysis is that branch of mathematics and specifically of analysis which is concerned with the study of spaces of functions. It has its historical roots in the study of transformations such as the Fourier transform and in the study of differential and integral equations. The word 'functional' goes back to the calculus of variations, implying a function whose argument is a function. Its use in general has been attributed to Volterra.
Related Topics:
Mathematics - Analysis - Function - Fourier transform - Differential - Functional - Calculus of variations - Volterra
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~ Table of Content ~
| ► | Introduction |
| ► | Normed vector spaces |
| ► | Hilbert spaces |
| ► | Banach spaces |
| ► | Major and foundational results |
| ► | Status in mathematical logic |
| ► | Points of view |
| ► | References |
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