THE GENERAL CHERN-SIMONS COCHAIN AND THEIR APPLICATION

  • Some general Chern-Simons cochains are easily obtained by expanding the Chern form according to the degree of the form in its submanifold and using the closed property of the Chern form. The recurrent relatuns of Chern form between submanifolds are discussed under some constraints. We also consider their application.
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  • [1] B. Zumino Cargese Lectures 1983.[2] Guo, H. Y. Hou, B. Y., Wang, S. K. and Wu Ke Preprint AS-ITP-84-039 and AS-ITP-84-044(1984)[3] K. Fujikawa Phys. Rev. D21 2848 (1980).[4] L Faddeev Phys. Lett. 145B 81(1984).
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ZHOU Guang-Zhao, WU Yue-Liang and XIE Yan-Bo. THE GENERAL CHERN-SIMONS COCHAIN AND THEIR APPLICATION[J]. Chinese Physics C, 1986, 10(2): 177-185.
ZHOU Guang-Zhao, WU Yue-Liang and XIE Yan-Bo. THE GENERAL CHERN-SIMONS COCHAIN AND THEIR APPLICATION[J]. Chinese Physics C, 1986, 10(2): 177-185. shu
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Received: 1900-01-01
Revised: 1900-01-01
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THE GENERAL CHERN-SIMONS COCHAIN AND THEIR APPLICATION

    Corresponding author: ZHOU Guang-Zhao,

Abstract: Some general Chern-Simons cochains are easily obtained by expanding the Chern form according to the degree of the form in its submanifold and using the closed property of the Chern form. The recurrent relatuns of Chern form between submanifolds are discussed under some constraints. We also consider their application.

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