Nonrenormalization theorem for the d=1, N=8 vector multiplet
Nonrenormalization theorem for the d=1, N=8 vector multiplet
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d=1, N=8 向量多重态的非重整化定理
DOI：
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发表时间：
1997
期刊：
影响因子：
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通讯作者：
R. Éntin
中科院分区：
文献类型：
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作者：
D. Diaconescu;R. Éntin
Sigma模型描述低能量有效行动的D 0膜探针与N=8超荷详细研究使用一个明显的d=1，N=4超空间形式主义。构造了两个（0+1）维N=4重态及其一般作用.我们推导出这些行动是N=8超对称的条件，并将这些技术应用到各种D-膜配置。我们发现，如果除了N=8的超对称性的作用也必须有自旋（5）不变性，{sigma}模型度规的形式是唯一确定的单圈的结果，而不是微扰或非微扰重整化。{版权} {美国物理学会}
Sigma models describing low energy effective actions on D0-brane probes with N=8 supercharges are studied in detail using a manifestly d=1, N=4 superspace formalism. Two (0+1)-dimensional N=4 multiplets together with their general actions are constructed. We derive the condition for these actions to be N=8 supersymmetric and apply these techniques to various D-brane configurations. We find that if in addition to N=8 supersymmetry the action must also have Spin(5) invariance, the form of the {sigma} model metric is uniquely determined by the one-loop result and is not renormalized perturbatively or nonperturbatively. {copyright} {ital 1997} {ital The American Physical Society}