Michael Barnsley, Markus Hegland, Peter Massopust
Published 2016-10-05Version 1
We introduce the concept of fractels for functions and discuss their analytic and algebraic properties. We also consider the representation of polynomials and analytic functions using fractels, and the consequences of these representations in numerical analysis.
Representation of vector fields
A new family of analytic functions defined by means of Rodrigues type formula
Estimates of best $m$-term trigonometric approximation of classes of analytic functions
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