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Bounded Linear Operators Explained | Functional Analysis
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In this video, we explore the concept of bounded linear operators, a key topic in functional analysis. Bounded linear operators are an integral part of both MSc Mathematics and BS Mathematics curricula.
A linear operator is considered bounded if there exists a constant c such that ||Tx|| less than or equal to c times ||x||.
We also explain how to calculate the operator norm, which helps determine the value of c, and provide examples to illustrate these ideas. This topic is part of Chapter 2 in Kreyszig's Functional Analysis.
#mathematics #maths
#functionalanalysis
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A linear operator is considered bounded if there exists a constant c such that ||Tx|| less than or equal to c times ||x||.
We also explain how to calculate the operator norm, which helps determine the value of c, and provide examples to illustrate these ideas. This topic is part of Chapter 2 in Kreyszig's Functional Analysis.
#mathematics #maths
#functionalanalysis
Watch the full video.
Subscribe the channel and comment!
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