Results 11 to 20 of about 72,135 (223)
Generating series for networks of Chen–Fliess series [PDF]
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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More series related to the Euler series
17 pages, LaTeX, uses elsart ...
Ogreid, Odd Magne, Osland, Per
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Laurent Series and Puiseux Series in Maple
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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Normas de publicación ETF IV, Historia Moderna
Normas de publicación de Espacio, Tiempo y Forma, Serie IV, Historia Moderna.
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Este estudio analiza la plataforma de la serie Dark, una de las últimas apuestas de Netflix para ofrecer contenidos adicionales a los fans de la ficción.
Mª Isabel Rodríguez Fidalgo +2 more
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De la exclusión a la heteronomía. Inmigrantes en la ficción televisiva Aída
En fechas recientes el aumento de la inmigración en España ha favorecido una mayor visibilidad en todos los niveles de la sociedad, también en el ámbito de la ficción televisiva.
Laetitia Biscarrat +1 more
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Existing treatments are frequently ineffective in combating liver cancer (LC) due to its rapid growth, high metastatic potential, and chemoresistance. Thus, inducing ferroptosis, a new non-apoptotic regulated cell death-dependent massive iron overload ...
Marwa M. Abu-Serie
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A REMARK OF EISENSTEIN SERIES AND THETA SERIES [PDF]
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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La franchise, une forme culturelle ?
This article aims to examine the concept of franchising from American television and, more specifically, series of fiction. The franchise is first and foremost a practice that appears at the beginning of television and is part of a logic of TV format ...
Hélène Monnet-Cantagrel
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Fibonacci Series from Power Series [PDF]
We show how every power series gives rise to a Fibonacci series and a companion series involving Lucas numbers. For illustrative purposes, Fibonacci series arising from trigonometric functions, inverse trigonometric functions, the gamma function and the digamma function are derived.
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