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GAUSSIAN DUAL FIBONACCI NUMBERS
2018In this paper, firstly we defined Gaussian dual number and Gaussian dual Fibonacci numbers later, we obtained two-dimensional recurrence relations and some results regarding Gaussian dual Fibonacci numbers. It is the purpose of this paper to add to the literature of properties and identities relating to Gaussian dual Fibonacci sequence and generalized ...
Aydin, Fugen Torunbalci, YÜCE, Salim
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Dual numbers and supersymmetric mechanics
Czechoslovak Journal of Physics, 2005We show that dual numbers, apart from the known practical applications to the description of a rigid body movements in three dimensional space and natural presence in abstract differential algebra, play a role in field theory and are related to supersymmetry as well. Relevant models are considered.
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Dual‐numbered Hopfield neural networks
IEEJ Transactions on Electrical and Electronic Engineering, 2017In recent years, Hopfield neural networks using Clifford algebra have been studied. Clifford algebra is also referred to as geometric algebra, and is useful to deal with geometric objects. There are three kinds of Clifford algebra with degree 2; complex, hyperbolic, and dual‐numbered.
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Principles, synthesis and applications of dual Z-scheme photocatalysts
Coordination Chemistry Reviews, 2022Longbo Jiang, Zhibin Wu
exaly
Dual Emission: Classes, Mechanisms, and Conditions
Angewandte Chemie - International Edition, 2021Santosh Kumar Behera +2 more
exaly
Basics: Number Systems, Dual Numbers and Codes
2022Hans-Joachim Adam, Mathias Adam
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Dual Numbers and "Dual Vectors" in Kinematics
2018Dominique P. Chevallier, Jean Lerbet
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