Applications of Polynomial Algebras to 2-Dimensional Deformed Oscillators
宋词, 张福林, 陈景灵
Abstract
宋词, 张福林, 陈景灵
Abstract
The polynomial algebra is a deformed su(2) algebra.Here,we use polynomial algebra as a method to solvea series of deformed oscillators.Thus,we find a series of physics systems corresponding with polynomial algebra withdifferent highest orders.
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The polynomial algebra is a deformed su(2) algebra.Here,we use polynomial algebra as a method to solvea series of deformed oscillators.Thus,we find a series of physics systems corresponding with polynomial algebra withdifferent highest orders.
Key concepts: Polynomial, Series (stratigraphy), Algebra over a field, Reciprocal polynomial, Mathematics, Matrix polynomial, Algebra representation, Pure mathematics