Spectrum of weighted composition operators. Part II: weighted composition operators on subspaces of Banach lattices

Author:

Kitover A. K.

Publisher

Springer Science and Business Media LLC

Subject

General Mathematics,Theoretical Computer Science,Analysis

Reference21 articles.

1. Abramovich, Y.A.: Multiplicative representation of operators preserving disjointness. Proc. Netherl. Acad. Wetensch. Ser. A 86, 65–279 (1983)

2. Abramovich Y.A., Arenson E.L., Kitover A.K.: Banach $$C(K)$$ modules and operators preserving disjointness. Pitman Research Notes in Mathematics Series, vol. 277. Longman, London (1992)

3. Abramovich Y.A., Kitover A.K.: Inverses of disjointness preserving operators. Memoirs of AMS, vol. 143, number 679 (2000)

4. Abramovich Y.A., Veksler A.I., Koldunov A.V.: Operators preserving disjointness, their continuity and multiplicative representation. In: Linear Operators and their Applications, Sbornik Nauch, pp. 13–34. Trudov, Leningrad (1981)

5. Alexandrov A.B., The existence of inner functions in the ball, Mat. Sb., 118(160) (1982), no. 2(6), 147–163. [Math. USSR-Sb. 46 (1983), 143–159]

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