Displaying similar documents to “The Trends in the Usage of TeX for the Preparation of Theses and Dissertations at the Masaryk University in Brno”

Some limit behavior for linear combinations of order statistics

Yu Miao, Mengyao Ma (2021)

Kybernetika

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In the present paper, we establish the moderate and large deviations for the linear combinations of uniform order statistics. As applications, the moderate and large deviations for the k -th order statistics from uniform distribution, Gini mean difference statistics and the k -th order statistics from general continuous distribution are obtained.

Stress-strength based on m -generalized order statistics and concomitant for dependent families

Filippo Domma, Abbas Eftekharian, Mostafa Razmkhah (2019)

Applications of Mathematics

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The stress-strength model is proposed based on the m -generalized order statistics and the corresponding concomitant. For the dependency between m -generalized order statistics and its concomitant, a bivariate copula expansion is considered and the stress-strength model is obtained for two special cases of order statistics and upper record values. In the particular case of copula function, the generalized Farlie-Gumbel-Morgenstern bivariate distribution function is considered with proportional...

On cumulative 13 C breath tests: An effort to improve the accuracy of test results revealed a substantial uncertainty in input data

Chleboun, Jan, Kocna, Petr

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A cumulative 1 3 C breath test can be used to detect a pancreatic disorder, for example. The test is burdened by uncertain input data. Among them, the estimation of CO 2 production rate is a key issue. An established estimate based on the body surface area could be replaced by an estimate using the basal metabolic rate. Although the latter estimate might be considered more appropriate than the former, the differences between them are large in some sex and agegroups. Such disagreements pose...

Mobile TeX: Porting TeX to the iPad

Arthur Reutenauer (2011)

Zpravodaj Československého sdružení uživatelů TeXu

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The paper presents the achievement of Richard Koch, amongst others author of TeXShop and MacTeX developer, who has successfully compiled and used TeX on Apple's iPad.

GUST E-Foundry Font Projects

Bogusław Jackowski, Piotr Strzelczyk, Piotr Pianowski (2016)

Zpravodaj Československého sdružení uživatelů TeXu

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In this paper, we present a summary of our work on the TeX Gyre fonts. We also discuss inconsistencies in the existing fonts and encodings and show how the problems are solved in the TeX Gyre fonts.

Locally most powerful rank tests for testing randomness and symmetry

Nguyen Van Ho (1998)

Applications of Mathematics

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Let X i , 1 i N , be N independent random variables (i.r.v.) with distribution functions (d.f.) F i ( x , Θ ) , 1 i N , respectively, where Θ is a real parameter. Assume furthermore that F i ( · , 0 ) = F ( · ) for 1 i N . Let R = ( R 1 , ... , R N ) and R + = ( R 1 + , ... , R N + ) be the rank vectors of X = ( X 1 , ... , X N ) and | X | = ( | X 1 | , ... , | X N | ) , respectively, and let V = ( V 1 , ... , V N ) be the sign vector of X . The locally most powerful rank tests (LMPRT) S = S ( R ) and the locally most powerful signed rank tests (LMPSRT) S = S ( R + , V ) will be found for testing Θ = 0 against Θ > 0 or Θ < 0 with F being arbitrary and with F symmetric, respectively.

A Deformed Quon Algebra

Hery Randriamaro (2019)

Communications in Mathematics

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The quon algebra is an approach to particle statistics in order to provide a theory in which the Pauli exclusion principle and Bose statistics are violated by a small amount. The quons are particles whose annihilation and creation operators obey the quon algebra which interpolates between fermions and bosons. In this paper we generalize these models by introducing a deformation of the quon algebra generated by a collection of operators a i , k , ( i , k ) * × [ m ] , on an infinite dimensional vector space satisfying...

The multisample version of the Lepage test

František Rublík (2005)

Kybernetika

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The two-sample Lepage test, devised for testing equality of the location and scale parameters against the alternative that at least for one of the parameters the equality does not hold, is extended to the general case of k > 1 sampled populations. It is shown that its limiting distribution is the chi-square distribution with 2 ( k - 1 ) degrees of freedom. This k -sample statistic is shown to yield consistent test and a formula for its noncentrality parameter under Pitman alternatives is derived. For...