论文标题
太空样颗粒的协变费用田地
Covariant Fermionic Fields of Space-like Particles
论文作者
论文摘要
我们开发出太空样颗粒的协变费用场。作为形式主义的应用，我们讨论了具有假想的休息质量和自旋1/2形成相对协变的费米子集团的超浮肿的tachyon的例子。我们使用速旋单粒子希尔伯特空间来构建量子随机场，因为该概念比量子粒子比光粒子更快地是一致，在真空量子场中的不稳定性，在野外理论中，通过速度凝结可用于超导性。我们还建立了使用不可限制框架系统的tachyon（在抗议机方面）的因果关系，并为具有额外的螺旋性项的空间样粒子得出了dirac方程。
We develop covariant fermionic fields of space-like particles. As an application of the formalism we discuss the example of superluminous tachyons with imaginary rest mass and spin 1/2 forming fermionic ensembles that is relativistically covariant. We use the tachyonic single particle Hilbert space to build the quantum stochastic fields as this notion is more consensual, instability in vacuum quantum field than faster than light particles, in field theory with applications to superconductivity via tachyonic condensation. We also establish the localizability and as a consequence the causality of tachyons (in terms of anticommutators) using the systems of imprimitivity framework and derive the Dirac equation for the space-like particle that has an additional helicity term.
