Hermitian kernels, Hilbert $Q$-modules and Ando dilation

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Authors	PASEKA Jan
Year of publication	2000
Type	Article in Proceedings
Conference	Contributions to General Algebra, Proceedings of the 58th Workshop on General Algebra 1999
MU Faculty or unit	Faculty of Science
Citation
Field	General mathematics
Keywords	Hermitian kernel; Hilbert Q-module; Ando dilation
Description	A theory of hermitian kernels in the context of Hilbert Q-modules is presented. Applications are given, including an extension of the generalized Naimark dilation theorem and the KSGNS construction for Hilbert Q-modules and dilations of isometric representations.
Related projects:	Categorical methods of the theory of structures and computer science Mathematical structures of algebra and geometry