838 research outputs found
On flat extended grids
A family of flat flag-transitive extended grids was constructed in Meixner and Pasini (1993). In fact, those extended grids are instances of the gluing construction described in Buekenhout et al. (1994). They can be obtained by gluing a circular space with 2n points with a dual grid of order (1,2n - 2). In this paper we shall prove that all flat flag-transitive extended grids but the emi-octahedron can be obtained as gluings in that way
Recurrence coefficients for discrete orthonormal polynomials and the Painlevé equations
We investigate semi-classical generalizations of the Charlier and Meixner polynomials, which are discrete orthogonal polynomials that satisfy three-term recurrence relations. It is shown that the coefficients in these recurrence relations can be expressed in terms of Wronskians of modified Bessel functions and confluent hypergeometric functions, respectively for the generalized Charlier and generalized Meixner polynomials. These Wronskians arise in the description of special function solutions of the third and fifth Painlevé equations
KETERBAGIAN TAK HINGGA SEBARAN MEIXNER
Keterbagian tak hingga sebaran Meixner dapat ditentukan dengan
menggunakan fungsi karakteristiknya. Suatu fungsi sebaran F dari sebaran
Meixner dengan fungsi karakteristik '(t) adalah terbagi tak hingga jika untuk
setiap bilangan bulat n terdapat fungsi karakteristik 'n(t) sedemikian sehingga
'(t) = ['n(t)]n. Fungsi karakteristik dari sebaran terbagi tak hingga '(t) dapat
ditentukan ke dalam bentuk umum yang disebut dengan representasi kanonik
fungsi karakteristik sebaran terbagi tak hingga. Pengujian hipotesis uji kebaikan
suai dari sebaran Meixner pada data laju perubahan suhu maksimum iklim har-
ian di Kabupaten Karimun diperoleh dengan menunjukkan histogram, QQ-plot
dan uji statistik Kolmogorov-Smirnov.
Kata Kunci : Sebaran Meixner, fungsi karakteristik, keterbagian tak hingga,
representasi kanonik, pengujian hipotesis uji kebaikan suai
A family of multiply extended grids
We construct an infinite family {Gamma(n)}(n=5) of finite connected graphs Gamma(n) that are multiple extensions of the well-known ''extended grid'' discovered in [1] (which is isomorphic to Gamma(5)). The graphs Gamma(n) are locally Gamma(n-1) for n > 5, and have the following property: the automorphism group G(n) of Gamma(n) permutes transitively the maximal cliques of Gamma(n) (which are n-cliques) and the stabilizer of some n-clique x of Gamma(n) in G(n) induces Sigma(n) on the vertices of pi. Furthermore we show that the clique complexes of the graphs Gamma(n) are simply connected
The Meixner process : theory and applications in finance
The Meixner process is a special type of Levy process which origi-nates from the theory of orthogonal polynomials. It is related to the Meixner-Pollaczek polynomials by a martingale relation. We discuss sev-eral properties of the Meixner process. We apply the Meixner process to nancial data. First, we shows that the Normal distribution is a very poor model to t log-returns of nancial assets like stocks or indices. In order to achieve a better t we replace the Normal distribution by the more sophisticated Meixner distribution, taking into account, skewness and excess kurtosis. We show that the underlying Meixner distribution allows a much better t to the data by performing a number of statistical tests. Secondly, we introduce stock price models based on the Meixner process in order to price nancial derivatives. A rst signicant improvement can be achieved with respect to the famous Black-Scholes model (BS-model) by replacing its Brownian motion by the more
exible Meixner process. However, there still is a discrepancy between market and theoretical prices. The main feature which these Levy models are missing is the fact that volatility or more generally the environment is changing stochastically over time. By making business time stochastic, an idea which was developed in [9], one can incorporate these stochastic volatility eects. The resulting option prices can be calibrated almost perfectly to empirical prices. 2
Swedish Landmarks in the Delaware Valley
This is an English-language edition of Dr. Esther Chilstrom Meixner's book, "Svenska spar vid Delaware." It was published in 1960, and printed by The Chancellor Press, Inc., Bridgeport, CT. The cover shows the Kalmar Nyckel Monument in Fort Christina State Park, Wilmington, Delaware
35113_Appendix_3_UPDATED – Supplemental material for The Demographics of Fractures and Dislocations Across the Entire United States due to Common Sports and Recreational Activities
Supplemental material, 35113_Appendix_3_UPDATED for The Demographics of Fractures and Dislocations Across the Entire United States due to Common Sports and Recreational Activities by Cory Meixner and Randall T. Loder in Sports Health: A Multidisciplinary Approach</p
Meixner polynomials and nonvanishing holomorphic functions
AbstractWe consider a class of holomorphic nonvanishing functions f(z)=1+a1z+⋯ in the unit disk |z|<1 which is defined by subordination to some majorant G(t,τ;z) which has connection with Meixner polynomials
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