Algebraic algorithms for a class of Schrödinger equations in split quaternionic mechanics

With the breakthroughs made by physicists in high‐dimensional mathematics, it has become possible to represent and solve a number of classical mathematical physics problems using the split quaternion algebra. In this paper, we study the least squares approximation of a class of Schrödinger equations...

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Bibliographic Details
Published in:	Mathematical methods in the applied sciences Vol. 47; no. 7; pp. 6205 - 6215
Main Authors:	Jiang, Tongsong, Wang, Gang, Guo, Zhenwei, Zhang, Dong
Format:	Journal Article
Language:	English
Published:	Freiburg Wiley Subscription Services, Inc 15.05.2024
Subjects:	Algorithms complex representation matrix generalized eigen‐problem Mechanics (physics) Quaternions real representation matrix Schrodinger equation split quaternion matrix split quaternionic mechanics
ISSN:	0170-4214, 1099-1476
Online Access:	Get full text
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