Some(Anti-)Self Duality Solutions on Six Manifolds

作     者：Ibrahim Sener 

作者机构：Seyh Samil Mahallesi 137.Cadde No:19 D:9P.B.06824 EryamanEtimesgut-AnkaraTurkey 

出 版 物：《Communications in Theoretical Physics》 (理论物理通讯（英文版）)

年 卷 期：2016年第65卷第10期

页      面：379-384页

核心收录：

学科分类：07[理学] 

主　　题：six manifolds (anti-) self duality topological bound quantization 

摘      要：The bundle of the 2-forms on 6-manifold decomposes into three subbundles such that Λ~2(R^6) = Λ~2_1⊕Λ~2_6⊕Λ~2_8 with dimensions 1,6 and 8,*** self and anti self duality solutions of the 2-forms,called Φ-duality,are handled and these solutions show that the anti self dual gauge fields live on the subbundles Λ~2_1 and Λ~2_6 while the self ones equations on Λ*** the solution on Λ~2_1 presents a flat *** addition,the curvatures of the connections on Λ~2_6 and Λ~2_8 have Tr[F^3] = 0,and so the topological invariants determined by the Chern classes,*** charge,consist only on the second Chern *** the result of this case,the anti self and self Φ-dual gauge invariant Lagrangians of defined on both subbundles are bounded by the same topological ***,one gives a quantization case to be relating to the instanton number.