Results 21 to 30 of about 1,605,720 (180)
The Narayana Polynomial and Narayana Hybrinomial Sequences [PDF]
Hybrid numbers are generalization of complex, hyperbolic and dual numbers. In this paper we introduce the Narayana polynomial sequence(or polynomial sequence of Narayana's cows) and related Narayana hybrinomial sequence.
Petroudi, Seyyed +2 more
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On Generalized Pell Numbers of Order r ≥ 2
In this paper we investigate the generalized Pell numbers of order r ≥ 2 through the properties of their related fundamental system of generalized Pell numbers.
E. V. Pereira Spreafico, M. Rachidi
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One-Parameter Generalization of Dual-Hyperbolic Jacobsthal Numbers
In this paper, we introduce one-parameter generalization of dual-hyperbolic Jacobsthal numbers – dual-hyperbolic r-Jacobsthal numbers. We present some properties of them, among others the Binet formula, Catalan, Cassini, and d’Ocagne identities. Moreover,
Bród Dorota +2 more
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The Gelin–Cesàro identity in some third-order Jacobsthal sequences [PDF]
In this paper, we deal with two families of third-order Jacobsthal sequences. The first family consists of generalizations of the Jacobsthal sequence. We show that the Gelin-Ces\`aro identity is satisfied.
G. Cerda-Morales
semanticscholar +1 more source
Notobasis syriaca Cassini 1822
Notobasis syriaca (Linnaeus 1753: 823) Cassini (1822: 225) ≡ Carduus syriacus Linnaeus (1753: 823) ≡ Cirsium syriacum (L.) Gaertner (1791: 383) ≡ Cnicus syriacus (L.) Roth (1794: 10). Type (lectotype designated by Kupicha 1975: 420):—Herb. Linn. No.
Guacchio, Emanuele Del +2 more
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In this paper, we define the generalized k-Mersenne numbers and give a formula of generalized Mersenne polynomials and further, we study their properties.
Jagmohan Tanti +2 more
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Professional identity forms and perceptions of health and illness of teachers from technical-professional education [PDF]
La presente ponencia tiene como objetivo caracterizar una investigación en curso denominada “Formas identitarias profesionales y percepciones sobre salud y enfermedad de docentes de educación técnico-profesional secundaria de la ciudad de La Plata”.
Cassini, Julieta
core
Fibonacci ve Lucas Sayı Bileşenleri ile Fibonacci Tessarinelere Yeni Bir Yaklaşım
In this paper, by using identities related to the tessarines, Fibonacci numbers and Lucas numbers we define Fibonacci tessarines and Lucas tessarines. We obtain Binet formulae, D’ocagnes identity and Cassini identity for these tessarines.
Uslu, Merve, Babadağ, Faik
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On a generalization of the Gadovan numbers [PDF]
In this paper, we define (k, l)-Gadovan numbers. We give the Binet-like formula, the generating functions, the exponential generating function of the (k, l)-Gadovan numbers. Also, we derive Cassinilike identity, Catalan-like identity, Vajda-like identity,
Özkan Engın, Eser Engın, Uysal Mıne
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Two Generalizations of Dual-Hyperbolic Balancing Numbers
In this paper, we study two generalizations of dual-hyperbolic balancing numbers: dual-hyperbolic Horadam numbers and dual-hyperbolic k-balancing numbers. We give Catalan’s identity, Cassini’s identity, and d’Ocagne’s identity for
Iwona Włoch +2 more
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