伸缩场中Higgs态的宇宙学常数ΩΛ和Ωm观测值的精确密码计算
Precision Cryptographic Calculation of the Observed Values of the Cosmological Constants ΩΛ and Ωm as a Manifestation of the Higgs State in the Extension Field
摘要：
希格斯概念可以通过物理锚定的密码分析来分配精确的定量宇宙身份。具体证明了伸缩场中希格斯同余的超对称解对（BHh 1和BHh 2）与观测到的宇宙学常数和的大小的直接对应。这些结果与通过测量范围的一致性实验确定的这些量的最大优选量值（0.712 < ΩΛ< 0.758和0.242 < Ωm< 0.308）完全一致。相应的理论值也正好满足完美平坦的条件，这是由超对称性的概念立法的结果。由于先前的工作已经确定，精细结构常数α可以在相应的物理定义的素场中唯一计算，与α的最佳高精度测量（~370 ppt）完全一致，使用相同的密码装置的计算表明，基本微尺度耦合与最大的宇宙尺度实体之间存在精确的定量关系。由于这两个领域和完全由素数（模4）定义，这些定量研究结果的联盟提供了额外的证据，证实了其先前建立的物理基础的大小的正确性。最终，实现与观测数据一致的相干合成，该观测数据定量地关联六个物理固有普适参数α、G、h、c、ΩΛ和Ωm。
英文摘要：
The Higgs concept can be assigned a precise quantitative cosmic identity with a physically anchored cryptographic analysis. Specifically demonstrated is the direct correspondence of the supersymmetric solution pair (BHh1 and BHh2) of the Higgs Congruence in the extension field to the observed magnitudes of the cosmological constants and . These results are in perfect agreement with the maximally preferred magnitudes of these quantities as experimentally determined (0.712 < ΩΛ< 0.758 and 0.242 < Ωm< 0.308) by the concordance of measured ranges. The corresponding theoretical values found also satisfy exactly the condition for perfect flatness, an outcome that is legislated by the concept of supersymmetry in . Since previous work has established that the fine-structure constant α can be uniquely computed in the corresponding physically defined prime field, in sharp accord with the best high-precision measurement (~370 ppt) of α, the computation of and with the identical cryptographic apparatus demonstrates that a precise quantitative relationship exists between fundamental micro-scale couplings and the largest cosmic-scale entities. Since both fields and are fully defined by the prime (mod 4), the alliance of these quantitative findings relating provides additional confirming evidence for the correctness of its previously established physically based magnitude. Ultimately, a coherent synthesis is achieved in conformance with observational data that quantitatively relates the six physically intrinsic universal parameters α, G, h, c, ΩΛ, and Ωm.
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