Results 11 to 20 of about 4,906,047 (266)
Generating series for networks of Chen–Fliess series [PDF]
Systems & Control Letters, 2021 Consider a set of single-input, single-output nonlinear systems whose input-output maps are described only in terms of convergent Chen-Fliess series without any assumption that finite dimensional state space models are available. It is shown that any additive or multiplicative interconnection of such systems always has a Chen-Fliess series ...
W. Steven Gray, Kurusch Ebrahimi-Fard
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Estimation of missing data in a geophysical series of precipitation
, 2021 The analysis of dynamic systems is a topic of great interest in the basic sciences since it allows direct inference of the behavior of different systems. The study of physical phenomena provides large databases that, if recorded at regular time intervals,
GALLARDO PÉREZ, HENRY DE JESÚS +5 more
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Laurent Series and Puiseux Series in Maple
Maple Transactions, 2023 Let K be an algebraically closed field of characteristic zero. The field of fractions of the ring of formal multivariate power series over K, is called the field of formal multivariate Laurent series. In this document, we follow the ideas introduced by Monforte and Kauers in their paper Formal Laurent Series in Several Variables.
Juan Pablo González Trochez +3 more
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More series related to the Euler series
Journal of Computational and Applied Mathematics, 2001 17 pages, LaTeX, uses elsart ...
Ogreid, Odd Magne, Osland, Per
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ESTIMACIÓN DE KAPLAN MEIER BOOTSTRAP DE LA CURVA DE SUPERVIVENCIA
Pesquimat, 2014 In this work the function of survival is estimated by means of the non-parametric method known like the Kaplan Meier Bootstrap estimator, under the assumption of asymptotical normality.
Freddy Tineo Guevara +2 more
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A REMARK OF EISENSTEIN SERIES AND THETA SERIES [PDF]
Bulletin of the Korean Mathematical Society, 2002 The authors claim results of the kind \(\theta_3(\tau^2)^4= \theta_3(\tau)^4\), \(\Delta(\tau^2)= \Delta(\tau)\), \(J(\tau^2)= J(\tau)\) for some \(\tau\) in the upper half plane which belong to an imaginary quadratic number field. Here, \(\theta_3\) is the Jacobi theta function, \(\Delta\) is the modular discriminant, and \(J\) is the elliptic modular
Kim, Daeyeoul, Koo, Ja Kyung
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On q-series identities for false theta series [PDF]
Advances in Mathematics, 2020 We prove several infinite families of $q$-series identities for false theta functions and related series. These identities are motivated by considerations of characters of modules of vertex operator superalgebras and of quantum dilogarithms. We also obtain closely related modular identities of the Göllnitz-Gordon-Andrews type.
Jennings-Shaffer, Chris, Milas, Antun
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La série Caroline de Pierre Probst. Une « série-géographe »
Strenae, 2023 Caroline by Pierre Probst is a series that marked the Glorious Thirties. The little heroine, created in 1953 for the collection « Les Grands Albums Hachette », accompagnied at least three generations of young readers with 44 adventures in 54 years.
Christophe Meunier
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Harmonic series with polylogarithmic functions [PDF]
Vojnotehnički Glasnik, 2022 Introduction/purpose: Some sums of the polylogarithmic function associated with harmonic numbers are established. Methods: The approach is based on using the summation methods.
Vuk Stojiljković +2 more
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In Pursuit of the Global within: A Structure for the Global Law Project
Tilburg Law Review, 2012 This short essay takes as its point of departure the truism that ‘the global’ is omnipresent. ‘Intimations of the global’, to borrow from Neil Walker, are therefore as likely to be uncovered by studying domestic legal systems most familiar to us, as they
Han Somsen
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