This paper studies the problem of split quaternion Schrödinger equation based on an isomorphic mapping, derives a novel approach for Schrödinger equation in ...
A novel algebraic approach for the Schrödinger equation in split quaternionic mechanics · Zhenwei Guo, T. Jiang, +1 author. Gang Wang · Published in Applied ...
This paper studies the problem of split quaternion Schrödinger equation based on an isomorphic mapping, derives a novel approach for Schrödinger equation in ...
An efficient method for the split quaternion equality constrained least squares problem in split quaternionic mechanics · Solution to Several Split Quaternion ...
Oct 22, 2024 · This paper studies the problem of split quaternion Schrödinger equation based on an isomorphic mapping, derives a novel approach for Schrödinger ...
Jan 29, 2024 · In this paper, we study the least squares approximation of a class of Schrödinger equations in split quaternionic mechanics and propose two ...
This paper, by means of a real representation of split quaternion matrices, studies problems of split quaternionic Schrödinger equation, and gives an algebraic ...
This paper, by means of a real representation of split quaternion matrices, studies problems of split quaternionic Schrödinger equation, and gives an algebraic ...
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This paper also derives an algebraic technique for finding eigenvalues and eigenvectors of a split quaternion matrix in split quaternionic mechanics. Full Text.
A novel algebraic approach for the Schrödinger equation in split quaternionic mechanics. Applied Mathematics Letters. 2023-03 | Journal article | Author. DOI ...