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• W1851304143 abstract "Over the decades, Functional Analysis has been enriched and inspired on account of demands from neighboring fields, within mathematics, harmonic analysis (wavelets and signal processing), numerical analysis (finite element methods, discretization), PDEs (diffusion equations, scattering theory), representation theory; iterated function systems (fractals, Julia sets, chaotic dynamical systems), ergodic theory, operator algebras, and many more. And neighboring areas, probability/statistics (for example stochastic processes, Ito and Malliavin calculus), physics (representation of Lie groups, quantum field theory), and spectral theory for Schrodinger operators. There are already many books in Functional Analysis, so why another? The main reason is that we feel a need: in the teaching at the beginning graduate level; more flexibility, more options for students and instructors in pursuing new directions. And aiming for a book which will help students with primary interests elsewhere to acquire a facility with tools of a functional analytic flavor, say in harmonic analysis, numerical analysis, stochastic processes, or in physics." @default.
• W1851304143 created "2016-06-24" @default.
• W1851304143 creator A5016336669 @default.
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• W1851304143 date "2014-08-05" @default.
• W1851304143 modified "2023-09-27" @default.
• W1851304143 title "Functional Analysis with Applications" @default.
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