The relativity to the measuring device in quantum theory, i.e. the covariance of local dynamical variables relative transformations to moving quantum reference frame in Hilbert space, may be achieved only by the rejection of super-selection rule. In order to avoid the subjective nuance, I emphasis that the notion of "measurement" here, is nothing but the covariant differentiation procedure in the functional quantum phase space $CP(N-1)$, having pure objective sense of evolution. Transition to the local moving quantum reference frame leads to some particle-like solutions of quasi-linear field PDE in the dynamical space-time. Thereby, the functionally covariant quantum dynamics gives the perspective to unify the Einstein relativity and quantum principles which are obviously contradictable under the standard approaches.
The model of a flat (Euclidean) expansive homogeneous and isotropic relativistic universe in the light of the general relativity, quantum mechanics, and observations
量子场论（QFT）是建立在狭义相对论（SR）基础上的理论，它实际上就是\emph{kinematic theory of fields}。其根本假设是，即使内部相互作用或自相互作用位于形式QFT本身之外，在所谓的惯性系统类中也存在对\emph{any}孤立量子系统的“相对论描述”。在这种情况下，我们不能肯定目前形式的相对性原理是普遍适用的，因为这个原理是从麦克斯韦电动力学中产生的。正如我们所知，爱因斯坦坚持推广这一原则，试图找到引力的相对论描述。与此同时，伽利略-牛顿惯性原理也被修正了，但保留了基本的保留意见\cite{Einstein_1921,Le13,Le15,Le16,Le18}。新型的亚原子相互作用具有更加复杂的性质和大多数未知的规律。显然，目前的QFT（运动场论）可能仅仅是某些\emph{dynamical theory of quantum fields}的一个极限。
Heuristic approach to a {\em natural} unification of the Quantum Theory and the General Theory of Relativity
In non-relativistic as well as in special relativistic quantum theory , { \em mass} and { \em charge} are { \em pure numbers} appearing in various (quantum) operators and admit { \em any values}, { \it ie}, values for these quantities are to be prescribed { \em by hand}. This is, in a theory of probability, understandable since we need to { \em assume} some { \em intrinsic} properties of the object we are calculating the probability about. Then, if we { \em specify}, in some satisfactory manner, mass and charge for a point of the space in a suitable general-relativistic framework, the quantum …
Comment on "A limit on the variation of the speed of light arising from quantum gravity effects" aka "Testing Einstein's special relativity with Fermi's short hard gamma-ray burst GRB090510"
