论文标题
Majorana场的轴向动量和量化
Axial momentum and quantization of the Majorana field
论文作者
论文摘要
提出了相对论主要领域量化的新方法。它基于将田地扩展到轴向动量的征征 - 最近引入的一种新颖的。相对论不变性被用作主要的指导原则，而不是规范形式主义。量化的Majorana领域的隐藏结构以Hermitian Fermionic操作员的真实Clifford代数的形式揭幕。在Fock空间中，庞加莱转换的发电机是某些操作员方程的解决方案，而无需调用与经典保守数量的对应的原理。同时，构建了奇偶校验$ \ hat {\ mbox {p}} $和时间逆转$ \ hat {\ mbox {t}} $的时间。
New approach to quantization of the relativistic Majorana field is presented. It is based on expansion of the field into eigenfunctions of the axial momentum -- a novel observable introduced recently. Relativistic invariance is used as the main guiding principle instead of canonical formalism. Hidden structure of the quantized Majorana field in the form of real Clifford algebra of Hermitian fermionic operators is unveiled. Generators of the Poincaré transformations in the Fock space are found as solutions of certain operator equations, without invoking the principle of correspondence with classical conserved quantities. Also operators of parity $\hat{\mbox{P}}$ and time reversal $\hat{\mbox{T}}$ are constructed.
