René Erlin Castillo, Julio C. Ramos Fernández, Margot Salas-Brown
Published 2014-11-04Version 1
We make an exhaustive study of the properties of multiplication operator $M_u$ acting on K\"othe spaces. We characterize the multiplication operators, acting on K\"othe spaces, which are: bounded, injective, onto, bijective, Fredholm, compact, with closed range and with range finite. We also study the spectrum, the $n$-power and calculate the essential norm of $M_u$ and we study the algebra of multiplication operators.
The essential norm of multiplication operators on $L_p(μ)$
Multiplication operators on vector-valued function spaces
Mean Ergodicity of Multiplication Operators on the Bloch and Besov Spaces
![QR code for arXiv:1411.1018 [math.FA]](http://oss.arxitics.com/images/favicon.svg)