**Ebook Info**

**Published:**2015**Number of pages:**218 pages**Format:**PDF**File Size:**0.93 MB**Authors:**Allan Pinkus

**Description**

Ridge functions are a rich class of simple multivariate functions which have found applications in a variety of areas. These include partial differential equations (where they are sometimes termed ‘plane waves’), computerised tomography, projection pursuit in the analysis of large multivariate data sets, the MLP model in neural networks, Waring’s problem over linear forms, and approximation theory. Ridge Functions is the first book devoted to studying them as entities in and of themselves. The author describes their central properties and provides a solid theoretical foundation for researchers working in areas such as approximation or data science. He also includes an extensive bibliography and discusses some of the unresolved questions that may set the course for future research in the field.

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Free Download Ridge Functions (Cambridge Tracts in Mathematics Book 205) 1st Edition in PDF format

Ridge Functions (Cambridge Tracts in Mathematics Book 205) 1st Edition PDF Free Download

Download Ridge Functions (Cambridge Tracts in Mathematics Book 205) 1st Edition 2015 PDF Free

Ridge Functions (Cambridge Tracts in Mathematics Book 205) 1st Edition 2015 PDF Free Download

Download Ridge Functions (Cambridge Tracts in Mathematics Book 205) 1st Edition PDF

Free Download Ebook Ridge Functions (Cambridge Tracts in Mathematics Book 205) 1st Edition