Operator Theory Assignment Help
Operator theory can be defined as the study of linear operators on function spaces. Some of the popular concepts in operator theory which can solve almost all problems of operator theory are dual space considerations, operators on Banach and Hilbert spaces, spectral results for Banach and Hilbert space operators, Spectrum of operators and polar decomposition.
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Few operator theory assignment topics on which we have successfully delivered “A” grade assignments and projects are:

Single Operator Theory

C*algebras

Spectrum of Operators

Normal Operators

Compact Operators on Hilbert Spaces: Fredholm Theory

Spectral mapping theorem

Functions of selfadjoint operators

RieszSchauder theorem

Operator Algebras

L∞ Functional Calculus

Unitary Operators

GelfandNeumark Representation Theorem

Double Commutant Theorem

Projections

Spectral results for normal, selfadjoint and unitary operators

Hermitian Operators

VonNeumann Algebras

Self adjoint Operators

Toeplitz operators

Reflexivity

Spectral radius formula

Dual space considerations

Positive Operators

AntiSelf adjoint Operators

Polar Decomposition

Eigen spectrum

Spectrum and resolvent
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