Results 21 to 30 of about 32,828 (201)
Nonparametric density estimation using a multidimensional mixture model of Gaussian distributions
This paper algorithmically and empirically studies five major types of nonparametric multivariate density estimation techniques, where no assumption is made about data being drawn from any of known parametric families of distribution. There is developed
Tomas Ruzgas, Mindaugas Kavaliauskas
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Geometry of conformal manifolds and the inversion formula
Families of conformal field theories are naturally endowed with a Riemannian geometry which is locally encoded by correlation functions of exactly marginal operators.
Bruno Balthazar, Clay Córdova
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Lagrange Inversion Formula by Induction
5 pages; to appear in The American Mathematical ...
Erlang Surya, Lutz Warnke
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Radon’s inversion formulas [PDF]
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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A Unified Depletion/Inversion Model for Heterojunction Trigate FinFETs DC Characteristics
This paper presents a comprehensive $I-V$ model for the evaluation of above threshold DC characteristics of trigate AlGaN/GaN FinFETs for both depletion and inversion mode of operations. For the depletion mode, 2DEG carrier concentration, $n_{s}$ , is
Qamar-Ud-Din Memon +2 more
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A double inversion formula [PDF]
Let \(G\) be an abelian group and \(\{a_n\}\) and \(\{b_n\}\), \(n\ge 1\), be sequences in \(G\). Let \(p\) be an odd prime and \(\eta_e = \left(\frac{e_1}{p}\right)\), the Legendre symbol, where \(e = p^s e_1\), \(s\ge 0\), \(p\nmid e_1\). Set \(\chi_e^{\pm} = (1 \pm \eta_e)/2\). Define the sequence \(\{c_n\}\) and \(\{d_n\}\), \(n\ge 1\), by \[ c_n =
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Integral geometry on discrete matrices
In this note, we study the Radon transform and its dual on the discrete matrices by defining hyperplanes as being infinite sets of solutions of linear Diophantine equations. We then give an inversion formula and a support theorem.
Attioui Abdelbaki
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Horizontal-to-Vertical Spectral Ratios (HVSR) and Rayleigh group velocity dispersion curves (DC) can be used to estimate the shallow S-wave velocity (VS) structure. Knowing the VS structure is important for geophysical data interpretation either in order
Maik Neukirch +5 more
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Inversion of Gamow’s formula and inverse scattering
Gamow’s tunneling formula is inverted and the issue of the uniqueness of the solution is compared with the solution obtained by the method of Gel’fand and Levitan. Some insight is gained into the key differences between classical and quantum inverse scattering, which account for the fact that a potential can be uniquely determined in the latter but ...
Gandhi, Sohang C., Efthimiou, Costas J.
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Complimentary information using in the task of averaging operators inversion in function space [PDF]
The dual task of integral geometry - to define for a given averaging operator the function class where inversion of that operator is possible - is solved. Those classes are defined ambiguously.
A. V. Koganov
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