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Infinite-dimensional multievents space-time of Minkowski and Everett's axiom of parallelism

机译:闵可夫斯基和埃弗里特并行公理的无穷维多事件时空

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In this work we consider the meaningfulness of the concept "parallel worlds". To that extent we propose the model of the infinite-dimensionaly multievents space, generating everettics altervers in each point of Minkowski's space time. Our research reveals fractal character of such alterverse. It was also found that in Minkowski's space {x, ict} the past actively influences the present, whereas the future is a conservative factor - it slows down already occuring processes and interferes with actualization of the latent ones. Fast fusions formation is predicted based on modeling of fractal dynamics of. It was also found that the alterverse branches grow in non-Markov fashion; some of this feature are discussed. The concept "fractal parallelism according to Everett" is proposed. Inevitable inaccuracy of the model is also discussed.
机译:在这项工作中,我们考虑了“平行世界”概念的意义。在此程度上,我们提出了无穷维多事件空间模型,该模型在Minkowski时空的每个点上生成了小行星变换。我们的研究揭示了这种交替的分形特征。还发现在Minkowski的空间{x,ict}中,过去会积极地影响现在,而未来是一个保守因素-它减慢了已经发生的过程并干扰了潜在过程的实现。基于分形动力学模型预测了快速融合的形成。还发现交替分支以非马尔可夫方式增长;讨论了一些此功能。提出了“根据埃弗里特的分形并行性”的概念。还讨论了模型不可避免的不准确性。

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