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Lamarckian Evolution of Epigenome from Open Quantum Systems and Entanglement

机译:从开放量子系统到纠缠的表观基因组的拉马克进化

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We develop a quantum-like (QL) model of cellular evolution based on the theory of open quantum systems and entanglement between epigenetic markers in a cell. This approach is applied to modeling of epigenetic evolution of cellular populations. We point out that recently experimental genetics discovered numerous phenomena of cellular evolution adaptive to the pressure of the environment. In such phenomena epigenetic changes are fixed in one generation and, hence, the Darwinian natural selection model cannot be applied. A number of prominent genetists stress the Lamarckian character of epigenetic evolution. In quantum physics the dynamics of the state of a system (e.g. electron) contacting with an environment (bath) is described by the theory of open quantum systems. Therefore it is natural to apply this theory to model adaptive changes in the epigenome. Since evolution of the Lamarckian type is very rapid - changes in the epigenome have to be inherited in one generation - we have to find a proper mathematical description of such a speed up. In our model this is the entanglement of different epigenetic markers.
机译:我们基于开放量子系统和细胞中表观遗传标记之间的纠缠理论,开发了细胞演化的类量子(QL)模型。该方法适用于细胞群体表观遗传进化的建模。我们指出,最近的实验遗传学发现了许多适应环境压力的细胞进化现象。在这种现象中,表观遗传的变化是固定的,因此,达尔文式的自然选择模型无法应用。许多杰出的遗传学家强调表观遗传进化的拉马克特性。在量子物理学中,通过开放量子系统的理论来描述与环境(浴)接触​​的系统(例如电子)的状态的动力学。因此,很自然地将该理论应用于表观基因组的适应性变化建模。由于Lamarckian类型的进化非常迅速-表观基因组的变化必须一代代地继承-我们必须找到这种加速的正确数学描述。在我们的模型中,这是不同表观遗传标记的纠缠。

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