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Hyperbolic quaternion
Structurally Hyperbolic Algebras Dual to the Cayley-Dickson and Clifford
Quaternions: a History of Complex Noncommutative Rotation Groups in Theoretical Physics
The Magic of Complex Numbers
A Note on Hyperbolic Quaternions
Properties of K- Fibonacci and K- Lucas Octonions
Yang-Mills Configurations on Nearly K¨Ahler and G2
On Application of Algebra of Quaternions I
Multiplicative Representation of Hyperbolic Scators 3
Book of Abstracts
The Magic of Complex Numbers
Hyperbolic K-Fibonacci and K-Lucas Octonions
Mirror Symmetry As a Basis for Constructing a Space-Time Continuum
Literature Survey on Non-Associative Rings and Developments
Academic Journal of Applied Mathematical Sciences the Real
Fourvector Algebra Control [28]
Math. Student 2021-Part-1
THE IMPACT of GIULIO RACAH on CRYSTAL- and LIGAND-FIELD THEORIES Maurice Robert Kibler
Hyperbolic K-Fibonacci Quaternions
Top View
Field Equations in the Complex Quaternion Spaces
Factorization Properties and Generalization of Some
Impurity and Quaternions in Nonrelativistic Scattering from a Quantum Memory
Redes Neurais Recorrentes Hipercomplexas E Suas Aplicações Em Reconstrução De Imagens E Classificação De Padrões
Introduction Quaternions Were “Discovered” in 1843 by Sir William Hamilton, Who Was Looking for the Extension to 3D Space of the Complex Numbers As Rotation Operators
Book of Abstracts IV CONGRESS of the TURCKIC WORLD MATHEMATICAL SOCIETY, Baky, - 2011., P.506