ON THE OSCILLATORY BEHAVIOUR OF SOME FORCED NONLINEAR GENERALIZED DIFFERENTIAL EQUATION

ON THE OSCILLATORY BEHAVIOUR OF SOME FORCED NONLINEAR GENERALIZED DIFFERENTIAL EQUATION

In this paper, we study the oscillatory character of a generalized di-fferential equation of order [alfa] with [alfa] [elemento de] (0,1]. Generalized criteria are obtained, of type Kamenev, which are extensions of several known in the literature both integer and fractional. KEYWORDS: Generalized or...

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Veröffentlicht in:Investigación operacional 2021-04, Vol.42 (2), p.267
Hauptverfasser: Lugo, L. M, Valdes, Juan E. Napoles, Vivas-Cortez, Miguel
Format: Artikel
Sprache:eng
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Zusammenfassung:In this paper, we study the oscillatory character of a generalized di-fferential equation of order [alfa] with [alfa] [elemento de] (0,1]. Generalized criteria are obtained, of type Kamenev, which are extensions of several known in the literature both integer and fractional. KEYWORDS: Generalized ordinary differential operator, oscillation. MSC: 34L30, 34C15 En este artículo se estudia el carácter oscilatorio de una ecuación diferencial generalizada de orden [alfa] con [alfa] [membar of] (0,1]. se botienen criterios generalizados tipo Kamenev que son extensiones de resultados conocidos de la literatura para el caso tanto entero como fraccionario. PALABRAS CLAVE: operador diferencial ordinario generalizado, oscilación
ISSN:0257-4306