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An extraordinary mass invariant and an obstruction in a massive superspin one half model made with a chiral dotted spinor superfield

机译:巨大的超质量不变性和巨大的超旋半模型中的障碍物,该模型由手性点状超旋点超场构成

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An action for a complex irreducible massive superspin 1 2 multiplet can be constructed out of two chiral dotted spinor and two chiral undotted spinor superfields. To make this action a sensible one, additional ‘reality constraints’ are needed, and the notion of BRST recycling is needed to find the supersymmetry transformations of the theory with these additional constraints. This theory possesses three possible mass terms. An earlier paper examined the theory with the first mass term. This paper adds a second mass term and examines the consequences of that. This second mass invariant is ‘extraordinary’, which means that it is intrinsically dependent on the Zinn sources (‘antifields’) of the theory. This in turn implies that the action needs to be ‘completed’ so that it yields zero for the relevant Poisson Bracket. This ‘Completion’ meets an ‘Obstruction’, which is a ghost charge one object in the BRST cohomology space. Usually Obstructions arise from a one loop calculation, in which case they form anomalies of the theory. However this Obstruction arises at tree level from the completion. The coefficient of the Obstruction needs to be set to zero. This restores the complex irreducible massive superspin 1 2 multiplet to its usual structure, except that the mass is constructed out of the two mass parameters. The construction suggests interesting possibilities for related interacting theories.
机译:可以从两个手性点状超旋子和两个手性点状超旋子超场构造一个复杂的不可约的大规模超旋1 2多重态的作用。为了使这一动作明智,需要附加的“现实约束”,并且需要BRST循环的概念来找到具有这些附加约束的理论的超对称变换。该理论拥有三个可能的质量项。较早的一篇论文用第一个质量术语检验了该理论。本文增加了第二个质量项,并研究了其后果。第二个质量不变性是“非凡的”,这意味着它本质上依赖于理论的津恩源(“反场”)。反过来,这意味着该动作需要“完成”,以使相关的泊松括号产生零。这个“完成”遇到了一个“障碍”,这是BRST同构空间中的一个虚幻电荷对象。通常,障碍物是由一个循环计算产生的,在这种情况下,它们会构成理论的异常。但是,此障碍从完成开始就在树级别出现。障碍物的系数需要设置为零。除了将质量从两个质量参数中构造出来之外,这会将复杂的不可约的超级自旋1 2多重态恢复到其通常的结构。这种结构为相关的相互作用理论提出了有趣的可能性。

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