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FAZOSINORMED SPACES AND HILBERT SPACE

Нафасов ГанишерGuliston davlat universitetiKozim EshquvatovGuliston davlat universitetiMaqsudbek MuhammadievGuliston davlat universiteti
ABI

Abstract

This article examines the main concepts and properties of normed spaces and Hilbert spaces, as well as their role in functional analysis. The notion of a norm and its properties are analyzed. A Hilbert space is considered as a complete normed space equipped with an inner product. Applications of these spaces in mathematics and physics are also discussed.

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