Author： Ogievetsky O. Vahlas A.
Publisher： Springer Publishing Company
ISSN： 0377-9017
Source： Letters in Mathematical Physics, Vol.65, Iss.1, 2003-07, pp. : 49-57
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Abstract
A definition (modification) of the power of quantum matrices using the 
-matrix has recently been proven useful to obtain generalizations of many well known theorems from linear algebra to the quantum case, among which are the Cayley–Hamilton theorem and the Newton identities. A separate effort has provided another generalization of the Cayley–Hamilton theorem for GL
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