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《中国物理C》(英文)编辑部
2024年10月30日

Temperature Duality on Riemann Surface and Cosmological Solutions for Genus g=1 and 2

  • A Bosonic string model at finite temperature on the gravition gμv and the dilaton φ background field is examined. Moreover, the duality relation of energy momentum tensor on high genus Riemann surface is derived. At the same time, the temperature duality invariance for the action of string gas matter is proved in 4-D Robertson-Walker metric, the string cosmological solutions and tomperature duality of the equations of motion for genus g=1 and 2 are also investigated.
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Get Citation
Yan Jun, Tao Biyou and Wang Shunjin. Temperature Duality on Riemann Surface and Cosmological Solutions for Genus g=1 and 2[J]. Chinese Physics C, 1999, 23(7): 655-664.
Yan Jun, Tao Biyou and Wang Shunjin. Temperature Duality on Riemann Surface and Cosmological Solutions for Genus g=1 and 2[J]. Chinese Physics C, 1999, 23(7): 655-664. shu
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Received: 1998-05-20
Revised: 1900-01-01
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Temperature Duality on Riemann Surface and Cosmological Solutions for Genus g=1 and 2

    Corresponding author: Yan Jun,
  • Institute of Modern Physics, Southwest Jiao-Tong University Chengdu 6100312 Technology Institute of Box77, Chengdu 610066

Abstract: A Bosonic string model at finite temperature on the gravition gμv and the dilaton φ background field is examined. Moreover, the duality relation of energy momentum tensor on high genus Riemann surface is derived. At the same time, the temperature duality invariance for the action of string gas matter is proved in 4-D Robertson-Walker metric, the string cosmological solutions and tomperature duality of the equations of motion for genus g=1 and 2 are also investigated.

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