简并标量荷电费米子和Higgs标量场宇宙学系统的稳定性。II。短波扰动的演化
The Stability of the Cosmological System of Degenerate Scalar Charged Fermions and Higgs Scalar Fields. II. The Evolution of Short-Wave Perturbations
摘要：
本文建立了在短波微扰下，完全简并荷标费米子与Higgs标量相互作用宇宙统计系统中平面微扰演化的数学模型。这些扰动模式已被发现和研究。结果表明，在这样的模型中的一个额外的振荡模式出现，这是直接与简并费米子，其中单调递减和递增的扰动度规存在。在这种情况下，系统中存在这样一个时刻，即标量场的势与能量密度一起趋于无穷大。在这方面，一个假设是关于一个可能的机制，形成的暗物质凝聚。
英文摘要：
A mathematical model of the evolution of plane perturbations in the cosmological statistical system of completely degenerate scalar-charged fermions with Higgs scalar interaction for short-wave perturbations is formulated. These disturbance modes have been found and investigated. It is shown that in such a model an additional oscillation mode arises, which is associated directly with degenerate fermions, in which monotonically decreasing and increasing perturbations of the metric exist. In this case, there is such a time instant in the system that the potential of the scalar field, together with the energy density, tends to infinity. In this regard, an assumption is made about a possible mechanism for the formation of dark matter condensates.
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