A New Loop Algebra and Corresponding Computing Formula of Constant γ in Quadratic-Form Identity

GUO Fu-Kui ,DONG Huan-He

理论物理通讯 ›› 2007, Vol. 47 ›› Issue (06) : 981-986.

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会计学季刊
Quarterly Journal of Accounting
主办单位:
香港中文大学会计学院
上海财经大学会计学院
南京大学商学院会计学系
ISSN: 3006-1415
PDF(161 KB)
理论物理通讯 ›› 2007, Vol. 47 ›› Issue (06) : 981-986.

A New Loop Algebra and Corresponding Computing Formula of Constant γ in Quadratic-Form Identity

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A New Loop Algebra and Corresponding Computing Formula of Constant γ in Quadratic-Form Identity

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Abstract

A new loop algebra containing four arbitrary constants is presented, whose commutation operation is concise, and the corresponding computing formula of constant γ in the quadratic-form identity is obtained in this paper, which can be reduced to computing formula of constant γ in the trace identity. As application, a new Liouville integrable hierarchy, which can be reduced to AKNS hierarchy is derived.

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loop algebra / computing formula of constant γ / quadratic-form identity

Key words

loop algebra / computing formula of constant γ / quadratic-form identity

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GUO Fu-Kui, DONG Huan-He. A New Loop Algebra and Corresponding Computing Formula of Constant γ in Quadratic-Form Identity[J]. 理论物理通讯, 2007, 47(06): 981-986
GUO Fu-Kui, DONG Huan-He. A New Loop Algebra and Corresponding Computing Formula of Constant γ in Quadratic-Form Identity[J]. Communications in Theoretical Physics, 2007, 47(06): 981-986
中图分类号: 02.30.Ik   

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