A modern look at algebras of operators on $L^p$-spaces

24 Sep 2019 Gardella Eusebio

The study of operator algebras on Hilbert spaces, and C*-algebras in particular, is one of the most active areas within Functional Analysis. A natural generalization of these is to replace Hilbert spaces (which are $L^2$-spaces) with $L^p$-spaces, for $p\in [1,\infty)$... (read more)

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Categories


  • FUNCTIONAL ANALYSIS
  • OPERATOR ALGEBRAS