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Pre-dual of the space of the space of bounded linear operators on a separable Hilbert space

  • Repana Devendra, Research Scholar, Department of Mathematics, IITM

In this talk, we will discuss the pre-dual of the space of bounded linear operators on a separable Hilbert space. For this, we need some notions from Functional analysis, namely compact operators, polar decomposition of a bounded operator, and “Trace class operators “. First, we shall discuss these notions, up to our requirement. The talk will be accessible to all.