Abstract Proceedings of IESMDT - 2021
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FINITE DIMENSIONAL SPECTRAL THEORY IN MEASURE THEORY
In this paper, the concept of diagonalization is relatively stapleforward for operators on finite-dimensional vector spaces requires some modification operators on infinite dimensional spaces In general, the spectral theorem identifies a class of linear operators that can be modeled by multiplication operators, which are as simple one can hope to find in more abstract language, the spectral theorem is a statement about commutative e-algebras. Spectral theory for historical perspective examples of operators to which the Spectral theorem applies are Self-adjoint operators or more generally normal operators on Hilbert spaces.
Spectral theory, finite-dimensional vector spaces
17/09/2021
99
IESMDT97
IMPORTANT DAYS
Paper Submission Last Date
September 27th, 2025
Notification of Acceptance
October 25th, 2025
Camera Ready Paper Submission & Author's Registration
November 11th, 2025
Date of Conference
November 28th, 2025