论文标题
经典流行病模型与非疾病和耗散量子紧密结合模型之间的等效性
Equivalence between classical epidemic model and non-dissipative and dissipative quantum tight-binding model
论文作者
论文摘要
经典的流行病模型与非隔离和耗散量子紧密结合模型之间的等效性。经典流行病模型可以在von-neumann熵的静电耦合Qubits中重现出在非疾病和耗散案例中所描述的量子纠缠。获得的结果表明，量子机械现象几乎可以通过经典统计模型完全模拟。它包括诸如纠缠和国家叠加之类的量子。因此，经典系统以经典物理的形式表达的耦合流行模型可以成为量子技术的可能结合，尤其是量子等量子等量子和量子（如通信）。经典密度矩阵是由运动方程来得出和描述的。像振荡一样的狂犬病的存在在经典的流行模型中指出。此外，量子系统中Aharonov-Bohm效应的存在也可以通过经典流行病模型再现。每个由量子点制成的量子系统，并通过使用基于位置的Qubits的量子点来描述，可以通过经典模型有效地描述S矩阵的非常特异性的结构，其大小是大小的两倍，因为量子矩阵Hamiltonian是这种情况。获得的结果部分问题是量子力学的基本和独特特征，并在经典统计物理学的框架内将量子力学的本体置于量子力学的本体论，什么可以带来其他基本理论的出现动力，这使量子力学仅是有效的，现象学的，而不是现实的基本情况。
The equivalence between classical epidemic model and nondissipative and dissipative quantum tight-binding model is derived. Classical epidemic model can reproduce the quantum entanglement emerging in the case of electrostatically coupled qubits described by von-Neumann entropy both in non-dissipative and dissipative case. The obtained results shows that quantum mechanical phenomena might be almost entirely simulated by classical statistical model. It includes the quantum like entanglement and superposition of states. Therefore coupled epidemic models expressed by classical systems in terms of classical physics can be the base for possible incorporation of quantum technologies and in particular for quantum like computation and quantum like communication. The classical density matrix is derived and described by the equation of motion in terms of anticommutator. Existence of Rabi like oscillations is pointed in classical epidemic model. Furthermore the existence of Aharonov-Bohm effect in quantum systems can also be reproduced by the classical epidemic model. Every quantum system made from quantum dots and described by simplistic tight-binding model by use of position-based qubits can be effectively described by classical model with very specific structure of S matrix that has twice bigger size as it is the case of quantum matrix Hamiltonian. Obtained results partly question fundamental and unique character of quantum mechanics and are placing ontology of quantum mechanics much in the framework of classical statistical physics what can bring motivation for emergence of other fundamental theories bringing suggestion that quantum mechanical is only effective and phenomenological but not fundamental picture of reality.
