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The Geometric Construction of WZW Effective Action in Noncommutative Manifold |
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| Authors: | HOU BoYu Wang Yongqiang Yang Zhanying YUE RuiHong |
| Abstract: | By constructing close-one-cochain density in the gauge group space we get the Wess Zumino Witten(WZW) effective Lagrangian on high-dimensional noncommutative space. Especially consistent anomalies derived fromthis WZW effective action in noncommutative four-dimensional space coincide with those obtained by L. Bonora etc.(hep-th /0002210). |
| Keywords: | noncommutative space WZW effective action close cochain consistent anomaly |
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