Resumen de On multifractality and time subordination for continuous functions

Stéphane Seuret

• Let be a continuous function. This paper relates to the existence of a decomposition of Z as Z=g?f, where is a monofractal function with exponent 0

  We find an interesting relationship between self-similar functions and self-similar measures as an application of our results.

  Our theorems yield new insights in the understanding of the multifractal behaviour of functions, giving a significant role to the regularity analysis of Borel measures.