We study the average Lq-dimensions of typical Borel probability measures belonging to the Gromov-Hausdorff-Prohoroff space (of all Borel probability measures with compact supports) equipped with the Gromov-Hausdorff-Prohoroff metric
AbstractGiven a positive probability Borel measure μ on R, we establish some basic properties of the...
Abstract: We determine the exact order of the p-average linear n-widths λ(a)n (W r2, µ, Lq)p, 1 ≤ q ...
Let be a Borel probability measure on Rd. We study the Hausdorff dimension and the packing dimensio...
We study the average Lq-dimensions of typical Borel probability measures belonging to the Gromov-Hau...
For a probability measure mu on a subset of R-d, the lower and upper L-q-dimensions of order q epsil...
For a probability measure mu on a subset of R-d, the lower and upper L-q-dimensions of order q epsil...
Abstract. We compute, for a compact set K ⊂ Rd, the value of the upper and of the lower Lq-dimension...
AbstractFor a probability measure μ on a subset of Rd, the lower and upper Lq-dimensions of order q∈...
We compute, for a compact set $K\subset\mathbb R^d$, the value of the upper and of the lower $L^q$-d...
AbstractWe study the typical behaviour (in the sense of Baire's category) of the q-Rényi dimensions ...
In this work we study the Hausdorff dimension of measures whose weight distribution satisfies a mark...
Various tools can be used to calculate or estimate the dimension of measures. Using a probabilistic ...
We study average Hewitt-Stromberg measures of typical compact metric spaces belonging to the Gromov-...
We study average Hewitt-Stromberg measures of typical compact metric spaces belonging to the Gromov-...
For a probability measure mu on a subset of R-d, the lower and upper L-q-dimensions of order q epsil...
AbstractGiven a positive probability Borel measure μ on R, we establish some basic properties of the...
Abstract: We determine the exact order of the p-average linear n-widths λ(a)n (W r2, µ, Lq)p, 1 ≤ q ...
Let be a Borel probability measure on Rd. We study the Hausdorff dimension and the packing dimensio...
We study the average Lq-dimensions of typical Borel probability measures belonging to the Gromov-Hau...
For a probability measure mu on a subset of R-d, the lower and upper L-q-dimensions of order q epsil...
For a probability measure mu on a subset of R-d, the lower and upper L-q-dimensions of order q epsil...
Abstract. We compute, for a compact set K ⊂ Rd, the value of the upper and of the lower Lq-dimension...
AbstractFor a probability measure μ on a subset of Rd, the lower and upper Lq-dimensions of order q∈...
We compute, for a compact set $K\subset\mathbb R^d$, the value of the upper and of the lower $L^q$-d...
AbstractWe study the typical behaviour (in the sense of Baire's category) of the q-Rényi dimensions ...
In this work we study the Hausdorff dimension of measures whose weight distribution satisfies a mark...
Various tools can be used to calculate or estimate the dimension of measures. Using a probabilistic ...
We study average Hewitt-Stromberg measures of typical compact metric spaces belonging to the Gromov-...
We study average Hewitt-Stromberg measures of typical compact metric spaces belonging to the Gromov-...
For a probability measure mu on a subset of R-d, the lower and upper L-q-dimensions of order q epsil...
AbstractGiven a positive probability Borel measure μ on R, we establish some basic properties of the...
Abstract: We determine the exact order of the p-average linear n-widths λ(a)n (W r2, µ, Lq)p, 1 ≤ q ...
Let be a Borel probability measure on Rd. We study the Hausdorff dimension and the packing dimensio...
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