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Showing 1 to 4 of 4 for “"product measure"”.

  1. ΣΠΟΥΔΗ ΣΤΑ ΙΔΙΑΖΟΝΤΑ ΜΕΤΡΑ ΠΟΥ ΠΡΟΚΥΠΤΟΥΝ ΑΠΟ ΑΠΕΙΡΟΓΙΝΟΜΕΝΑ

    … METRIZABLE GROUP, HAVING POSITIVE HAARMEASURE. WE DEAL WITH RIESZ-PRODUCT TYPE MEASURES BASED ON A RADEMACHER SYSTEMOF FUNCTIONS. WE PROVE A SUFFICIENT CONDITION FOR ONE RIESZ PRODUCT MEASURE OFTHIS TYPE TO BE EQUIVALENT TO ANOTHER. ALSO WE SHOW THAT ON ANY LOCALLY COMPACT NON DISCRETE …

    greece Repository record for ΣΠΟΥΔΗ ΣΤΑ ΙΔΙΑΖΟΝΤΑ ΜΕΤΡΑ ΠΟΥ ΠΡΟΚΥΠΤΟΥΝ ΑΠΟ ΑΠΕΙΡΟΓΙΝΟΜΕΝΑ (opens in a new tab)

  2. Renormalization analysis of continuum models on fractal domains

    … the original formulation was based on a Riesz measure—and thus more suited to isotropic media - the new model is based on a product measure capable of describing local material anisotropy. This measure allows one to grasp the anisotropy of fractal dimensions on a mesoscale and the ensuing lack …

    uiuc Repository record for Renormalization analysis of continuum models on fractal domains (opens in a new tab)

  3. Fractals in mechanics of materials

    … the mass scaling on fractals. We propose a product measure consistent with generally anisotropic fractals and also simplify previous formulations from decoupling of coordinate variables. Two continuum models are developed – the classical continuum and the micropolar continuum – whereby a …

    uiuc Repository record for Fractals in mechanics of materials (opens in a new tab)

  4. FRACTAL BASED FRAMEWORK FOR TIME SERIES VOLATILITY PREDICTION

    … randomness and fuzziness. By defining a joint product measure space for H ∈ (0,1) where H is the Hurst parameter that characterises the degree of self–similarity and persistence in fractional Brownian motion, this work provides a comprehensive framework to account for long–range dependence, …

    westminster Repository record for FRACTAL BASED FRAMEWORK FOR TIME SERIES VOLATILITY PREDICTION (opens in a new tab)