无限自旋场的Pauli-Lubanski极限和应力-能量张量
Pauli-Lubanski limit and stress-energy tensor for infinite-spin fields
摘要：
弦局域量子场在维格纳无限自旋表象中的变换是由Mund，Schroer和Yngvason提出的。我们构造这些领域的有限质量$m\to 0$和有限自旋$s\to\infty$的领域的限制。我们确定了一个弦本地化的无限自旋量子应力-能量张量与一个新的处方，不涉及经典拉格朗日。
英文摘要：
String-localized quantum fields transforming in Wigner's infinite-spin representations were introduced by Mund, Schroer and Yngvason. We construct these fields as limits of fields of finite mass $m\to 0$ and finite spin $s\to\infty$. We determine a string-localized infinite-spin quantum stress-energy tensor with a novel prescription that does not refer to a classical Lagrangean.
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