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Singular value (or S-number) Fredholm operator; Fuglede's theorem; Compression (functional analysis) Friedrichs extension; Stone's theorem on one-parameter unitary groups; Stone–von Neumann theorem; Functional calculus. Continuous functional calculus; Borel functional calculus; Hilbert–Pólya conjecture
Functional analysis is a branch of mathematical analysis, the core of which is formed by the study of vector spaces endowed with some kind of limit-related structure (for example, inner product, norm, or topology) and the linear functions defined on these spaces and suitably respecting these structures.
Add the following into the article's bibliography * {{Lax Functional Analysis}} and then add a citation by using the markup Some sentence in the body of the article.{{sfn|Lax|2002|pp=1-2}} which results in: Some sentence in the body of the article. [1]
Add the following into the article's bibliography * {{Rudin Walter Functional Analysis|edition=2}} and then add a citation by using the markup Some sentence in the body of the article.{{sfn | Rudin | 1991 | pp=1-2}} which results in: Some sentence in the body of the article. [1]
H.K. Kesavan was born on 14 June 1926 in Bangalore, India. [1] He received his undergraduate degrees in science and engineering from the Central College and the Government Engineering College (now called University Visvesvaraya College of Engineering) in Bangalore.
Function cost analysis (FСА) (sometimes called function value analysis (FVA)) is a method of technical and economic research of the systems for purpose to optimize a parity between system's (as product or service) consumer functions or properties (also known as value) and expenses to achieve those functions or properties.
In functional analysis, a branch of mathematics, it is sometimes possible to generalize the notion of the determinant of a square matrix of finite order (representing a linear transformation from a finite-dimensional vector space to itself) to the infinite-dimensional case of a linear operator S mapping a function space V to itself.
The Annals of Functional Analysis is a peer-reviewed mathematics journal founded by Professor Mohammad Sal Moslehian [1] and published by the Tusi Mathematical Research Group in cooperation with Springer (Birkhäuser). The journal was established in 2009 and covers functional analysis and operator theory and related topics.