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Quantum BRST Charge and OSp(18) Superalgebra of Twistor-Like p-branes with Exotic Supersymmetry and Weyl Symmetry

机译:Quantum BRST充电和OSP(1 8)扭曲的P-BRANES的Superalgebra,具有异国情调的超对称和Weyl对称性

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The physical interpretation of the central charges in supersymmetry algebra as topological charges carried by branes [1] advanced understanding of the phenomena of partial spontaneous breaking of supersymmetry [2]. Because branes are constituents of M-theory, spontaneously breaking supersymmetry, their global and local symmetries correlate with the symmetries of M-theory [3], [4]. Studying these symmetries resulted in the model independent classical analysis of BPS states preserving 1/4, 1/2 or 3/4 fractions ofthe partially spontaneously broken D=4 N =1 supersymmetry [5]. A special interest to construction of a physical model with domain wall configurations preserving 3 4 fraction of the D = 4 N = 1 supersymmetry against spontaneous breaking was subscribed there. That configurations were earlier studied in superparticle dynamics [6] and algebraically realized as the brane intersections in [7]. Then the tensionless string/brane model preserving 3/4 fraction of the D = 4 N = 1 supersymmetry and generating static solutions for these tensionless objects was proposed in [8]. These results have sharpen the generalquestion: whether quantum exotic BPS states saturated by the p-brane states protect the same high (M-1)/M fraction of N = 1 global supersymmetry against spontaneous breaking as in the classical case?
机译:超对称代数中的中央电荷作为扁浆携带的拓扑电荷的物理解释[1]对超对称的部分自发性破裂现象的高度理解[2]。因为褐色是M-理论的成分,因为自发性破坏超对称,其全球和局部对称与M-TOONITION的对称相关[3],[4]。研究这些对称性导致BPS状态的模型独立的经典分析,其保留1/4,1/2或3/4分数的部分自发破裂的d = 4 n = 1超对称[5]。特殊兴趣建造具有域壁配置的物理模型,保留3 4分数的D = 4 n = 1超对称,在那里订阅了自发性破碎。在超级邮政动力学[6]中研究了该配置,并作为[7]中的BRANE交叉口来实现。然后,在[8]中,提出了保留3/4分数的无张紧弦/扁圆形模型,并在[8]中,提出了这些无张紧物体的静电溶液。这些结果锐化了一般性:是否由P-Brane态饱和的量子异乎异性的BPS状态保护相同的高(M-1)/ m分数的n = 1全局超对比,以防止在古典案例中的自发性破碎?

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