A Space-Time-Topology-Prime, stTS
Metric for a Self-operating Mathematical
Universe Uses Dodecanion Geometric
Algebra of 2-20 D Complex Vectors
Pushpendra Singh, Pathik Sahoo, Komal Saxena, Subrata Ghosh,
Satyajit Sahu, Kanad Ray, Daisuke Fujita, and Anirban Bandyopadhyay
AbstractAdvancing from eight imaginary worlds of octonion algebra, for the first
time we introduce dodecanion algebra, a mathematical universe made of twelve
imaginary worlds one inside another. The difference between eight and twelve imag−
inary worlds is that the Fano plane that sets the products of imaginary vectors is
P. Singh·K. Ray
Amity School of Applied Science, Amity University, Kant Kalwar, NH−11C, Delhi Highway,
Jaipur, Rajasthan 303007, India
e−mail:
[email protected]
K. Ray
e−mail:
[email protected]
P. Singh·P. Sahoo·K. Saxena·D. Fujita·A. Bandyopadhyay (
B)
International Center for Materials and Nanoarchitectronics (MANA), Research Center for
Advanced Measurement and Characterization (RCAMC), National Institute for Materials Science,
1−2−1 Sengen, Tsukuba, Ibaraki 3050047, Japan
e−mail:
[email protected]
P. Sahoo
e−mail:
[email protected]
K. Saxena
e−mail:
[email protected]
D. Fujita
e−mail:
[email protected]
P. Sahoo·S. Ghosh
Chemical Science & Technology Division, CSIR−North East Institute of Science & Technology,
Jorhat, Assam 785006, India
e−mail:
[email protected]
K. Saxena
Microwave Physics Laboratory, Department of Physics and Computer Science, Dayalbag
Educational Institute, Agra, Uttar Pradesh 282005, India
S. Sahu
Department of Physics, Indian Institute of Technology, Jodhpur, Rajasthan 303007, India
e−mail:
[email protected]
© The Editor(s) (if applicable) and The Author(s), under exclusive license
to Springer Nature Singapore Pte Ltd. 2021
K. Ray et al. (eds.),Proceedings of International Conference on Data Science
and Applications, Lecture Notes in Networks and Systems 148,
https://doi.org/10.1007/978−981−15−7561−7_1
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