Topics In Functional Analysis And Algebra: Usa-uzbekistan Conference On Analysis And Mathematical Physics May 20-23, 2014 California State University, Fullerton, Ca (contemporary Mathematics)
by Bernard Russo /
2016 / English / PDF
2.1 MB Download
The USA-Uzbekistan Conference on Analysis and Mathematical Physics,
focusing on contemporary issues in dynamical systems, mathematical
physics, operator algebras, and several complex variables, was
hosted by California State University, Fullerton, from May 20-23,
2014. The main objective of the conference was to facilitate
scientific communication and collaboration between mathematicians
from the USA and Uzbekistan. This volume contains the proceedings
of the Special Session on Algebra and Functional Analysis. The
theory of operator algebras is the unified theme for many papers in
this volume. Out of four extensive survey papers, two cover
problems related to derivation of various algebras of functions.
The other two surveys are on classification of Leibniz algebras and
on evolution algebras. The sixteen research articles are devoted to
certain analytic topics, such as minimal projections with respect
to numerical radius, functional equations and discontinuous
polynomials, Fourier inversion for distributions, Schrodinger
operators, convexity and dynamical systems.
The USA-Uzbekistan Conference on Analysis and Mathematical Physics,
focusing on contemporary issues in dynamical systems, mathematical
physics, operator algebras, and several complex variables, was
hosted by California State University, Fullerton, from May 20-23,
2014. The main objective of the conference was to facilitate
scientific communication and collaboration between mathematicians
from the USA and Uzbekistan. This volume contains the proceedings
of the Special Session on Algebra and Functional Analysis. The
theory of operator algebras is the unified theme for many papers in
this volume. Out of four extensive survey papers, two cover
problems related to derivation of various algebras of functions.
The other two surveys are on classification of Leibniz algebras and
on evolution algebras. The sixteen research articles are devoted to
certain analytic topics, such as minimal projections with respect
to numerical radius, functional equations and discontinuous
polynomials, Fourier inversion for distributions, Schrodinger
operators, convexity and dynamical systems.
