Overview:Completeness and Basis Properties of Sets of Special Functions - Cambridge Tracts in Mathematics - This tract presents an exposition of methods for testing sets of special functions for completeness and basis properties, mostly in L2 and L2 spaces. The first chapter contains the theoretical background to the subject, largely in a general Hilbert space setting, and theorems in which the structure of Hilbert space is revealed by properties of its bases are dealt with. Later parts of the book deal with methods: for example, the Vitali criterion, together with its generalisations and applications, is discussed in some detail, and there is an introduction to the theory of stability of bases. The last chapter deals with complete sets as eigenfunctions of differential and a table of a wide variety of bases and complete sets of special functions. Dr Higgins' account will be useful to graduate students of mathematics and professional mathematicians, especially Banach spaces. The emphasis on methods of testing and their applications will also interest scientists and engineers engaged in fields such as the sampling theory of signals in electrical engineering and boundary value problems in mathematical physics.
This book is on page /88f0ff300130a9332bf7ee8997e69000/book/1603776829-9780521604888. It was written by the following authors: J. R. Higgins, Walter Frisch. Book Completeness and Basis Properties of Sets of Special Functions - Cambridge Tracts in Mathematics, which can be read online, published by the company: Cambridge University Press, Yale University Press. Other books on similar topics can be found in sections: Science, Technology, Medicine, Entertainment. The book was published on 2004-06-03 00:00:00. It has 148 pages and is published in Paperback format and weight 200 g. File for download Completeness and Basis Properties of Sets of Special Functions - Cambridge Tracts in Mathematics has PDF format and is called completeness-and-basis-properties-of-sets-of-special-functions-cambridge-tracts-in-mathematics.pdf. Other books you can download below. Our nottedeiricercatoriaq.it site is not responsible for the content of PDF files.
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