HoloQuantum理论
HoloQuantum HyperNetwork Theory
摘要：
完全量子化超网络的基本的、一般的、运动学上和动力学上完整的量子多体理论，即全息量子超网络理论，“M”，是公理化定义的，并从一个独特的九个原则的系统中制定出来。全息量子超网络是一个纯信息论的（0+1）维封闭量子多体系统的所有量子态，该系统由“存在或不存在”的抽象量子比特组成，并赋予它们之间一套完整的独特的抽象多体相互作用。所有的多体相互作用和完整的总哈密顿量的M是唯一获得后实现的运动学和动力学量子超图良好定义的所有“级联算符”，量子超图同构，整体相位U（1）冗余的多量子比特的状态，最小破碎的平等对待的抽象量子比特，最大的随机性，和“协变完整性”。在数学上，全息量子超网络完整地表达了所有任意选择的超图的所有可能的酉演化量子叠加。物理上，全息量子超网络表述了任意选择的量子对象及其任意选择的量子关系的每个可实现的量子多体系统的所有动力学纯信息论态。因此，全量子超网络理论M被提出作为“所有量子性质”的基本的、完整的和协变的“它来自量子比特”理论。
英文摘要：
The fundamental, general, kinematically-and-dynamically complete quantum many body theory of the entirely-quantized HyperNetworks, namely HoloQuantum HyperNetwork Theory, `M', is axiomatically defined and formulated out of a unique system of nine principles. HoloQuantum HyperNetworks are all the quantum states of a purely-information-theoretic (0+1) dimensional closed quantum many body system of the abstract qubits of the `absences-or-presences' endowed with a complete distinctive set of abstract many-body interactions among them. All the many-body interactions and the complete total Hamiltonian of M are uniquely obtained upon realizing the kinematical-and-dynamical quantum-hypergraphical well-definedness by all the `cascade operators', the quantum-hypergraphical isomorphisms, the global-phase U(1) redundancies of the multi-qubit states, the minimally-broken equal treatment of the abstract qubits, the maximal randomness, and `covariant completeness'. Mathematically, HoloQuantum HyperNetworks formulate in completeness all possible unitarily-evolving quantum superpositions of all the arbitrarily-chosen hypergraphs. Physically, HoloQuantum HyperNetworks formulate all the dynamical purely-information-theoretic states of every realizable quantum many body system of the arbitrarily-chosen quantum objects and their arbitrarily-chosen quantum relations. Being so, HoloQuantuam HyperNetwork Theory, M, is proposed as the fundamental, complete and covariant `it-from-qubit' theory of `All Quantum Natures'.
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