Results 71 to 80 of about 747,819 (103)
Quasi-linear diffusion coefficients
, 2019 EMIC wave quasi-linear diffusion ...
Liheng Zheng (6570554)
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Investigating 2-iterated degenerate 2D Appell polynomials and their diverse applications
This research delves into the realm of special polynomials, emphasizing the integration of the monomiality principle alongside operational rules and related properties.
Wani, Shahid Ahmad +3 more
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Finite generation of higher rank quasi-monomial valuations via the extended Rees algebra
In the algebraic theory of K-stability, one of the most challenging problems is to show the graded algebra associated with certain higher rank quasi-monomial valuations are finitely generated. In the global case of Fano varieties and local case of klt singularities, the finite generation has been proved for quasi-monomial valuations on models of qdlt ...
openaire +2 more sources
Some properties of general-$λ$-matrix polynomials: an umbral approach
The 2-variable general-$λ$-matrix polynomials (2VG$λ$MP) is a new family of matrix polynomials, introduced and studied in this article. These matrix polynomials are constructed using umbral and symbolic methods.
Yasmin, Ghazala, Sharma, Aditi
core
Quasi-Toroidal Oscillations in Rotating Relativistic Stars
, 1997 Quasi-toroidal oscillations in slowly rotating stars are examined in the framework of general relativity. The oscillation frequency to first order of the rotation rate is not a single value even for uniform rotation unlike the Newtonian case.
Quasi-toroidal Oscillations +1 more
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THE NEOCLASSICAL GROWTH MODEL WITH HETEROGENOUS QUASI-GEOMETRIC CONSUMERS [PDF]
This paper studies how the assumption of quasi-geometric (quasi-hyperbolic) discounting affects the individual consumption-savings behavior in the context of the standard one-sector neoclassical growth model with heterogeneous agents.
Lilia Maliar, Serguei Maliar
core
Rationality problem for quasi-monomial actions (Algebraic Number Theory and Related Topics 2012)
Rationality problem for quasi-monomial actions (Algebraic Number Theory and Related Topics 2012)We give a short survey of the rationality problem for quasi-monomial actions which includes Noether s problem and the rationality problem for algebraic tori, and report some results on rationality problem in three recent papers Hoshi, Kang and Kitayama [HKKi], Hoshi, Kang and Kunyavskii [HKKu] and Hoshi and Yamasaki [HY].
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Some Results on Quasi-Monomiality [PDF]
Applied Mathematics and Computation, 2003 A polynomial set \(\{P_n\}_{n\geq 0}\) is called quasi-monomial if and only if it is possible to define two operators \(\widehat{{\mathcal P}}\) and \(\widehat{{\mathcal M}}\), independent of \(n\), such that \[ \widehat{{\mathcal P}}(P_n)(x)= nP_{n- 1}(x)\quad\text{and}\quad \widehat{{\mathcal M}}(P_n)(x)= P_{n+1}(x).
Youssèf Ben Cheikh
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A New Generalization of q-Laguerre-Based Appell Polynomials and Quasi-Monomiality
SymmetryIn this paper, we define a new generalization of three-variable q-Laguerre polynomials and derive some properties. By using these polynomials, we introduce a new generalization of three-variable q-Laguerre-based Appell polynomials (3VqLbAP) through a generating function approach involving zeroth-order q-Bessel–Tricomi functions.
Naeem Ahmad, Waseem Ahmad Khan
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Quasi-Monomiality Principle and Certain Properties of Degenerate Hybrid Special Polynomials
Symmetry, 2023 This article aims to introduce degenerate hybrid type Appell polynomials HQm(u,v,w;η) and establishes their quasi-monomial characteristics. Additionally, a number of features of these polynomials are established, including symmetric identities, implicit summation formulae, differential equations, series definition and operational formalism.
Rabab Alyusof
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