KOTAC 2019 Korea Operator Theory and Its Applications
		The-K Hotel Gyeongju, Gyeongju, Korea, June 27-29, 2019

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• Abstracts

    Chafiq Benhida: Generalized mean transforms  and symmetry

    Piotr Budzynski: Compact vectorial Toeplitz operators on Segal-Bargmann space

    Cristina Camara: Scalar-type kernels for block Toeplitz operators

    Marie Choda: UCP maps arising from operator algebra inclusions

    Dragan Djordjevic: Frechet derivative and applications

    Slavisa Djordjevic: Spectrum of the linear pencil and Taylor spectrum for a pair of operators

    Bhagwati Duggal: Power bounded m-left invertible operators

    George Exner: Subnormality, infinite divisibility, flows, and the Agler conditions revisited

    Masatoshi Fujii: Extensions of Ando-Hiai inequality with negative power

    Robin Harte: Spectral disjointness and invariant subspaces

    Injo Hur: Complex symmetric operators on  Banach spaces

    Zenon Jablonski: m-isometric operators and their local properties

    Joo Young Jin: On Hamburger-type weighted shifts and some related properties

    Palle Jorgensen: The role of path-space and path-space measures in symbolic dynamics, in multi-resolutions (such as   generalized wavelets), and in representation theory

    Dong-O Kang: Revisit to Schur type algorithm

    Hyoung Joon Kim: Generalized quasinilpotent operators

    Taiga Saito, Muneo Cho and Kotaro Tanahashi: On n-normal operators and others

    Jan Stochel: Subnormality and related properties of block operators of class Q

    Sang Gyun Youn: An operator algebraic approach to additivity violation of the minimum output entropy