Results 1 to 10 of about 5,916 (90)
Triangular ratio metric in the unit disk [PDF]
The triangular ratio metric is studied in a domain $G\subsetneq\mathbb{R}^n$, $n\geq2$. Several sharp bounds are proven for this metric, especially, in the case where the domain is the unit disk of the complex plane. The results are applied to study the H lder continuity of quasiconformal mappings.
Oona Rainio, Matti Vuorinen
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Triangular Ratio Metric Under Quasiconformal Mappings in Sector Domains
AbstractThe hyperbolic metric and different hyperbolic type metrics are studied in open sector domains of the complex plane. Several sharp inequalities are proven for them. Our main result describes the behavior of the triangular ratio metric under quasiconformal maps from one sector onto another one.
Oona Rainio, Matti Vuorinen
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Non-singular and singular flat bands in tunable phononic metamaterials
Dispersionless flat bands can be classified into two types: (1) non-singular flat bands whose eigenmodes are completely characterized by compact localized states, and (2) singular flat bands that have a discontinuity in their Bloch eigenfunctions at a ...
Pragalv Karki, Jayson Paulose
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SENSITIVITY OF FOUR CONTEXTUAL REMOTE SENSING BASED SURFACE ENERGY BALANCE MODELS TO SPATIAL DOMAIN [PDF]
It remains unclear how the selection of a spatial domain affects the accuracy of evapotranspiration (ET) estimates from contextual remote sensing based surface energy balance (SEB) models, particularly at large spatial scales.
N. Bhattarai, K. Mallick, M. Jain
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Inequalities and bi-Lipschitz conditions for the triangular ratio metric [PDF]
21 pages, 3 ...
Zhang Xiaohui +2 more
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Reconstructing the archosaur radiation using a Middle Triassic archosauriform tooth assemblage from Tanzania [PDF]
Following the Permo–Triassic mass extinction, Archosauriformes—the clade that includes crocodylians, birds, and their extinct relatives outside crown Archosauria—rapidly diversified into many distinct lineages, became distributed globally, and, by the ...
Devin K. Hoffman +3 more
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Inclusion Properties of the Triangular Ratio Metric Balls
AbstractInclusion properties are studied for balls of the triangular ratio metric, the hyperbolic metric, the $$j^*$$ j ∗ -metric, and the distance ratio metric defined in the unit ball domain.
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A small number of scientific research studies with reference to extremely low flow conditions, have been conducted in Greece, so far. Predicting future low stream flow rate values is an essential and of paramount importance task when compiling watershed ...
Thomas Papalaskaris +1 more
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The architecture of primary and secondary pinnae of the fossil fern Weichselia reticulata (C. Stokes et Webb) Fontaine is studied based on 28 large specimens from the upper Barremian La Huérguina Formation of the fossil locality Las Hoyas, Cuenca, Spain.
Candela Blanco-Moreno +4 more
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On the Design of Radar Corner Reflectors for Deformation Monitoring in Multi-Frequency InSAR
Trihedral corner reflectors are being increasingly used as point targets in deformation monitoring studies using interferometric synthetic aperture radar (InSAR) techniques.
Matthew C. Garthwaite
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