On the construction of N-dimensional hypernumbers (original) (raw)
Related papers
Truly Hypercomplex Numbers: Unification of Numbers and Vectors
2014
Acta Electrotechnica et Informatica, 2012
Numbers are naturally 3 + 1 dimensional
2019
Investigating Sedenion Extension Loops and Frames of General Hypercomplex Numbers
2013
On the Geometrical Structure of Natural Numbers
2023
A NEW AND IMPROVED NUMBER ZERO IN AN EXTENDED NUMBER SYSTEM
2018
A Study on Horadam Hybrid Numbers
TURKISH JOURNAL OF MATHEMATICS, 2020
Journey from Natural Numbers to Complex Numbers
CRC Press eBooks, 2020
2017
The Evolution of Number in Mathematics
2016
A New Theory of Numbers: The Latest Discoveries in Mathematics
A New Theory of Numbers, 2020
Reformulating and Strengthening the Theoretical Foundations of Semi-structured Complex Numbers
International Journal of Applied Physics and Mathematics
Resonance, 1998
A General Theory of Number Cardinality
FigShare, 2024
The ultimate numbers and the 3/2 ratio , 2020
Prespacetime Journal, 2011
Unstructured and Semi-structured Complex Numbers: A Solution to Division by Zero
Pure and Applied Mathematics Journal, 2021
PRELIMINARIES TO A THEORY OF CONCRETE NUMBERS
SYSTEMATIC CONSTRUCTION OF NUMBERS
Mathematics, 12(15), 2378, 2024
Multidimensional Numbers and Semantic Numeration Systems:Theoretical Foundation and Application
JITA - Journal of Information Technology and Applications (Banja Luka) - APEIRON, 2019
n-Dimensional dual complex numbers
Advances in Applied Clifford Algebras, 1998
Numbers Are Three Dimensional, as Nature
viXra, 2019
Principle of transference – An extension to hyper-dual numbers
Mechanism and Machine Theory, 2018
Construction of the Transcomplex Numbers From the Complex Numbers
The Representation of Numbers in Quantum Mechanics 1
Computing Characteristics of One Class of Non-commutative Hypercomplex Number Systems of 4-dimension
2014
Two-dimensional geometries, topologies, trigonometries and physics generated by complex-type numbers
Advances in Applied Clifford Algebras, 2001
THE HIGHER ARITHMETIC: AN INTRODUCTION TO THE THEORY OF NUMBERS, Eighth edition