Results 11 to 20 of about 7,620,730 (87)
Notes on Number Theory and Discrete Mathematics, 2022 In this study, we introduce the complex Leonardo numbers and give some of their properties including Binet formula, generating function, Cassini and d’Ocagne’s identities.
A. Karataş
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Continued fraction expansions for complex numbers - a general approach [PDF]
, 2015 We introduce here a general framework for studying continued fraction expansions for complex numbers and establish some results on the convergence of the corresponding sequence of convergents. For continued fraction expansions with partial quotients in a
S. Dani
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PLoS ONE, 2014 Inverted repeats are present in abundance in both prokaryotic and eukaryotic genomes and can form DNA secondary structures – hairpins and cruciforms that are involved in many important biological processes. Bioinformatics tools for efficient and accurate
Congting Ye, Guoli Ji, Lei Li, C. Liang
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Split-complex numbers and Dirac bra-kets
Communications in Information and Systems, 2014 We describe the real tessarines or \split-complex numbers" anddescribe a novel instance where they arise in biomedical informat-ics. We use the split-complex numbers to give a mathematical def-inition of a Hyperbolic Dirac Network (HDN) | a hyperbolic ...
S. Deckelman, B. Robson
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Certain Spaces of Functions over the Field of Non-Newtonian Complex Numbers
, 2014 This paper is devoted to investigate some characteristic features of complex numbers and functions in terms of non-Newtonian calculus. Following Grossman and Katz, (Non-Newtonian Calculus, Lee Press, Piegon Cove, Massachusetts, 1972), we construct the ...
A. Cakmak, F. Başar
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DNR-Based Curricula: The Case of Complex Numbers
, 2013 DNR is a research-based framework which seeks to understand fundamental problems of mathematics learning and teaching. This paper discusses DNR with a particular reference to a curricular unit on complex numbers.
G. Harel
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Rational approximations to irrational complex numbers [PDF]
, 1918 Lester R. Ford
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Convergence- and sum-factors for series of complex numbers [PDF]
, 1951 Eugenio Calabi, A. Dvoretzky
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A contribution to the history of complex numbers. [I.] [PDF]
, 1884 František Josef Studnička
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SYSTEMS OF n COMPLEX NUMBERS WITH VANISHING POWER SUMS [PDF]
, 1958 Saburô Uchiyama
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