Non-localization Results

Hermann König and Vitali Milman
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Hermann König: Universität Kiel, Mathematisches Seminar
Vitali Milman: University of Tel Aviv, School of Mathematical Sciences

Chapter Chapter 8 in Operator Relations Characterizing Derivatives, 2018, pp 141-159 from Springer

Abstract: Abstract In the case of the Leibniz-type equations (7.3) and (3.7) there were easy examples that the intertwined operators T and A need not be localized, if the map A is not non-degenerate. In this chapter we study what can be said about the solutions of these equations if A is degenerate. In this situation, A is in a resonance state with respect to other operators present.

Date: 2018
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DOI: 10.1007/978-3-030-00241-1_8

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