In a series of papers, I developed a new approach to operator ideals on the infinite-dimensional separable Hilbert space and their traces. Step by step, the methods have been improved and generalized. Hence it is now justified to give a mirror polished summary, which is very short and almost self-contained. No knowledge about the classical presentations of operator ideals via symmetric norming functions, symmetric sequence ideals, or characteristic sets is required. This remarkable circumstance may be particularly helpful for those readers who are not interested in the abstract theory but only in applications to pseudo-differential operators and noncommutative geometry.
Integral Equations and Operator Theory – Springer Journals
Published: Nov 20, 2017
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