Double Structures and Soliton Double Solution Family for Einstein-Maxwell-Dilaton Theory

Details Double Structures and Soliton Double Solution Family for Einstein-Maxwell-Dilaton Theory Double Structures and Soliton Double Solution Family for Einstein-Maxwell-Dilaton Theory

Nov 2003

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=2003gregr..35.1885g&link_type=abstract

General Relativity and Gravitation, v. 35, Issue 11, p. 1885-1897 (2003).

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A doubleness symmetry property of the two-dimensional reduced Einstein-Maxwell-dilaton theory is found and, by using the so-called extended double complex method proposed previously, the motion equations of the theory are extended into a double form. Some new double symmetry transformations and double solution generating methods are given. As applications of these transformations and methods, an infinite chain of double solutions and a new soliton double solution family of the model are obtained. These results demonstrate that the theory under consideration possesses more and richer symmetry structures than previously expected. It seems that some of these results can not be obtained by using only the usual (non-double) scheme.

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