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Vladimir G. Troitsky. Research interests: Functional analysis, Operator Theory, Banach spaces, Banach lattices, Positive Operators, Invariant Subspace Problem, etc. Papers and preprints. Brief CV. Recent Advances in Banach lattices, BIRS, Banff, May 7-12, 2023.
Vladimir Troitsky. Senior Partner "Law is also a field of creativity which makes legal acumen an art." Graduate of St. Petersburg University Law School (JD in International Law in 2002; PhD in 2005), and Columbia University in the City of New York Business School (MBA, 2014).
Vladimir G. Troitsky Professor Department of Mathematical and Statistical Sciences University of Alberta. Contact info: Email: troitsky@ualberta.ca, public key Office: CAB 511 Fax: 1-780-492-6826 WWW: http://www.math.ualberta.ca/~vtroitsky Address: Department of Mathematical and Statistical Sciences, University of Alberta, Edmonton, AB, T6G 2G1 ...
Unbounded norm topology in Banach lattices. M Kandić, MAA Marabeh, VG Troitsky. Journal of Mathematical Analysis and Applications 451 (1), 259-279. , 2017. 94. 2017. Measures of non-compactness of operators on Banach lattices. VG Troitsky. Positivity 8, 165-178.
Vladimir G. Troitsky's 60 research works with 895 citations and 3,245 reads, including: Uniformly closed sublattices of finite codimension
In this talk, we will discuss the theory of Vector and Banach lattices, as well as some recent developments. In particular, we will discuss order convergence and unbounded order convergence (uo-convergence). In many classical function spaces, uo-convergence agrees with almost everywhere convergence.
MATH 518 - Functional Analysis. Locally convex spaces, weak topologies and duality in Banach spaces, weak compactness in Banach spaces, structure of classical Banach spaces, local structures, infinite-dimensional geometry of Banach spaces and applications. Prerequisite: MATH 516. Corequisite: MATH 447 or consent of Department.
