Symbolic Entropy Analysis and Its Applications. [PDF]
Alcaraz R.
europepmc +1 more source
Green functions and smooth distances. [PDF]
Feneuil J, Li L, Mayboroda S.
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Hausdorff-type measures of the sample paths of fractional Brownian motion
Let [phi] be a Hausdorff measure function and let [Lambda] be an infinite increasing sequence of positive integers. The Hausdorff-type measure [phi]-m[Lambda] associated to [phi] and [Lambda] is studied. Let be fractional Brownian motion of index [alpha]
Xiao, Yimin
core
A Review of State of the Art in Phosphine Ligated Gold Clusters and Application in Catalysis. [PDF]
Adnan RH +4 more
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Neuronal diversity and stereotypy at multiple scales through whole brain morphometry. [PDF]
Liu Y +28 more
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Disk Density Tuning of a Maximal Random Packing. [PDF]
Ebeida MS +8 more
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Shape Reconstruction Processes for Interventional Application Devices: State of the Art, Progress, and Future Directions. [PDF]
Sahu SK +5 more
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Optimizing sustainable pore design in MIL-125(Ti) for biomedicine using morphological tuning informed by Gaussian, Lorentzian, and Boltzmann fitting functions. [PDF]
Daneshgar H +3 more
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Human thalamocortical structural connectivity develops in line with a hierarchical axis of cortical plasticity. [PDF]
Sydnor VJ +26 more
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Self-similar sets of Hausdorff measure zero and positive packing measure
A contractive similarity is a function which preserves the geometry of a object but shrinks it down by some factor. If we have a finite collection of similarities, then there exists a unique compact set K which is the same set as the union of the the images of K under each similarity. This kind of K is called a self-similar set, which is a certain type
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