New Infinite Symmetries in the Stationary, Axially Symmetric Einstein-Maxwell Fields

Hou Boyu; Li Wei

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2024年10月30日

Chinese Physics C> 1988, Vol. 12> Issue(S1) : 69-76

New Infinite Symmetries in the Stationary, Axially Symmetric Einstein-Maxwell Fields

Hou Boyu ,
Li Wei

Institute of Modem Physics, Northwest University, Xian

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Abstract：
We generalize the infinitesimal transformations previously obtained in the vacuum Ernst fields to the one with electromagnetic fields,and recieve a larger infinite symmetric group which is isomorphic to the Virasoro group without central term. A subgroup of the new symmetric group, namely the enlarged Cosgrove group, is found. A new solution of electromagnetic fields can be generated from old ones by our transformations.

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Hou Boyu and Li Wei. New Infinite Symmetries in the Stationary, Axially Symmetric Einstein-Maxwell Fields[J]. Chinese Physics C, 1988, 12(S1): 69-76.

Hou Boyu and Li Wei. New Infinite Symmetries in the Stationary, Axially Symmetric Einstein-Maxwell Fields[J]. Chinese Physics C, 1988, 12(S1): 69-76. shu

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Received: 1987-04-03

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New Infinite Symmetries in the Stationary, Axially Symmetric Einstein-Maxwell Fields

Hou Boyu
Li Wei

Institute of Modem Physics, Northwest University, Xian

Received Date: 1987-04-03

Abstract: We generalize the infinitesimal transformations previously obtained in the vacuum Ernst fields to the one with electromagnetic fields,and recieve a larger infinite symmetric group which is isomorphic to the Virasoro group without central term. A subgroup of the new symmetric group, namely the enlarged Cosgrove group, is found. A new solution of electromagnetic fields can be generated from old ones by our transformations.