On the Prolongation Structure Approach to the Relativistic String in Curved Space-Time : General and Mathematical Physics
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概要
- 論文の詳細を見る
We have deduced the inverse problem associated with the equation of motion of a relativistic string in a space-time of constant curvature. We have shown that it is possible to deduce the required lax pair by the usual approach of Wahlquist and Estabrook, and also by the method of C.C. ideal as suggested by Harrison. Lastly we discuss an approach which does not at all use the prolongation variables but is helpful in obtaining the closure of the Lie algebra through the use of Holonomy algebra, and hence fixes up the proper representation of the Lax pair.
- 理論物理学刊行会の論文
- 1986-11-25
著者
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Roy Chowdhury
International Centre For Theoretical Physics Trieste Ita
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Chowdhury A.roy
High Energy Physics Division Department Of Physics Jadavpur University
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Sen S
Jadavpur Univ. Calcutta Ind
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Sen Shibani
High Energy Physics Division Department Of Physics Jadavpur University
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SEN Shibani
High Energy Physics Division, Department of Physics Jadavpur University
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- On the Prolongation Structure Approach to the Relativistic String in Curved Space-Time : General and Mathematical Physics