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A new generalization of Fibonacci hybrid and Lucas hybrid numbers
Chaos, Solitons & Fractals, 2020Abstract In the paper, we define the q − Fibonacci hybrid numbers and the q − Lucas hybrid numbers, respectively. Then, we give some algebraic properties of q − Fibonacci hybrid numbers and the q − Lucas hybrid numbers.
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Hybrid Complex Numbers: The Matrix Version
Advances in Applied Clifford Algebras, 2018In this paper we review the notion of hybrid complex numbers, recently introduced to provide a comprehensive conceptual and formal framework to deal with circular, hyperbolic and dual complex. We exploit the established isomorphism between complex numbers as abstract entities and as two dimensional matrices in order to derive the associated algebraic ...
Elio Sabia +4 more
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On Hybrid numbers with Gaussian Mersenne Coefficients
Erzincan Üniversitesi Fen Bilimleri Enstitüsü Dergisi, 2023In this paper, we consider hybrid numbers with Gaussian Mersenne coefficients and investigate their interesting properties such as the Binet formula, Cassini, Catalan, Vajda, D’Ocagne and Honsberger identities. Moreover, we illustrate the results with some examples.
Serhat YILDIRIM, Fatih YILMAZ
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unrestricted gibonacci hybrid numbers
2020Gibonacci sequence is a generalization of Fibonacci sequence and hybrid numbers are a mixture of reals, complex, dual and hyperbolic numbers. In this study, we introduce unrestricted Gibonacci hybrid numbers. After giving the definition of unrestricted gibonacci hybrid numbers, we give Binet--like formula for this kind of numbers.
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Chromosome numbers of hybrid tuberous begonias
Euphytica, 1971The somatic chromosome numbers of 67 hybrid tuberous begonia cultivars (Begonia x tuberhybrida Voss) have been determined. The material concerned was collected in Belgium and England and represents several distinct groups, comprising both cultivars originated at the turn of this century and those introduced recently.
J. F. V. Haegeman, R. A. H. Legro
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Hybrid pseudo-random number generation
Monte Carlo Methods and Applications, 2000Outgoing from known basic pseudo-random number generators as congruential, shift register or cellular automata, characterized as ``good'' in the literature, by addition modulo 1, new, so-called hybrid random numbers are generated. These new generators dispose of remarkably better statistical properties than the basic ones.
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Revisiting the hybrid real number system
Nonlinear Analysis: Hybrid Systems, 2009The hybrid real number system consisting of terminating and nonterminating decimals, dark numbers, dual dark numbers, involving the notions of personal infinities and the impersonal infinity has been discussed. Some algebraic properties of dark numbers and dual dark numbers are discussed.
V. Lakshmikantham +3 more
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On Pell and Pell−Lucas Hybrid Numbers
Commentationes Mathematicae, 2019In this paper we introduce the Pell and Pell−Lucas hybrid numbers as special kinds of hybrid numbers. We describe some properties of Pell hybrid numbers and Pell−Lucas hybrid numbers among other we give the Binet formula, the character and the generating function for these numbers.
Iwona Włoch, Anetta Szynal-Liana
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A hybrid method for recognizing handwritten numbers
Proceedings of 1994 IEEE International Conference on Neural Networks (ICNN'94), 2002A hybrid method for recognizing handwritten numbers is proposed. This method exploits the power of neural networks, tree classifiers, fuzzy feature extraction and topologic feature extraction. Simulation results demonstrate that this method is efficient. >
Jin Fan, Fan Junbo, Ye Meng
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Chromosome Number in Some Tulip Hybrids
Botanical Gazette, 19391. Seedlings have been obtained from reciprocal crosses involving both triploid and pentaploid forms of Tulipa. The other parents of these crosses were diploids and tetraploids. 2. The chromosome numbers of these progeny have been determined. The majority of them are aneuploids. 3.
Ronald Bamford +2 more
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