Results 61 to 70 of about 938 (171)

An Introduction to the q-Laguerre-Hahn Orthogonal q-Polynomials

, 2011
Orthogonal q-polynomials associated with q-Laguerre-Hahn form will be studied as a generalization of the q-semiclassical forms via a suitable q-difference equation. The concept of class and a criterion to determinate it will be given.
Abdallah Ghressi, Khériji, L., Tounsi, M.I., Lotfi Khériji, Mohamed Ihsen Tounsi, Ghressi, A.   +5 more
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Categorization generated by prototypes -- an axiomatic approach [PDF]

We present a model of categorization based on prototypes. A prototype is an image or template of an idealized member of the category. Once a set of prototypes is defined, entities are sorted into categories on the basis of the prototypes they are closest
Ehud Lehrer, Yaron Azrieli
core  

Laguerre Geometry of Hypersurfaces in $\R^n$

, 2006
Laguerre geometry of surfaces in $\R^3$ is given in the book of Blaschke [1], and have been studied by E.Musso and L.Nicolodi [5], [6], [7], B. Palmer [8] and other authors. In this paper we study Laguerre differential geometry of hypersurfaces in $\R^n$.
Li, Tongzhu, Wang, Changping
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The Toda and Painlevé Systems Associated with Semiclassical Matrix-Valued Orthogonal Polynomials of Laguerre Type

, 2018
Consider the Laguerre polynomials and deform them by the introduction in the measure of an exponential singularity at zero. In [Chen Y., Its A., J. Approx.
Cafasso, M.,, de la Iglesia, M.D.
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Differential Laguerre geometry of plane curves

Japanese journal of mathematics :transactions and abstracts, 1941
Not ...
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Laguerre isothermic surfaces

, 2017
Surfaces with isothermic spherical representation of their lines of curvature, called Laguerre isothermic surfaces, are examined. The first chapter gives an introduction to Laguerre geometry.
Böhm, Julia
core  

Inverting Laguerre tessellations: Recovering tessellations from the volumes and centroids of their cells using optimal transport [PDF]

In this paper we study an inverse problem in convex geometry, inspired by a problem in materials science. Firstly, we consider the question of whether a Laguerre tessellation (a partition by convex polytopes) can be recovered from only the volumes and ...
Bourne, David P., Pearce, Mason, Roper, Steven M.   +2 more
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Spectral properties and modes of surface microcavities

, 2009
This thesis describes the experimental investigations into the transverse mode structure of nearly hemispherical microcavities. The nearly hemispherical microcavity structures are fabricated electrocemically through a template of self assembled latex ...
D'Alessandro, G., Baumberg, J.J., Kaczmarek, M., Pennington, R.C.   +3 more
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LVCluster: Bounded Clustering using Laguerre Voronoi Diagram

The authors acknowledge the Natural Sciences and Engineering Research Council (NSERC) Discovery Grant funding, as well as the NSERC Strategic Partnership Grant (SPG) and the University of Calgary Transdisciplinary Connector Funding for the partial ...
Gavrilova, Marina, Ohi, Abu Quwsar
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Strichartz Estimates for the (, )-Generalized Laguerre Operators

In this paper, we prove Strichartz estimates for the (, )-generalized Laguerre operators ⁻¹(−||²⁻ᵃ Δₖ + ||ᵃ) which were introduced by Ben Saïd-Kobayashi-Ørsted, and for the operators ||²⁻ᵃ Δₖ.
Tamori, Hiroyoshi, Taira, Kouichi
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