Abstract Proceedings of IESMDT - 2021
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CLASSIC RESULTS OF POTENTIAL THEORY
We describe some important classes of bounded linear operators on Hilbert spaces, including projections, unitary operators, and self-adjoint operators. We also prove the Riesz representation theorem, which characterizes the bounded linear functionalson a Hilbert space, and discuss weak convergence in Hilbert spaces. Usually denoted by H,K,M and variants there of, whose elements will usually denoted by symbols such as X,Y,Z and variants there of (like yn,x0). The collection of all bounded complex-linear operators on H will be denoted by B(H). whose elements will usually denoted by symbols such as A.B.E.F.P.Q.T.U,V,X,Y,Z
Potential theory, linear operators on Hilbert spaces
17/09/2021
104
IESMDT102
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