首页> 美国卫生研究院文献>The Open Neurology Journal >Solving the Measurement Problem and then Steppin’ Out over the Line Riding the Rarest Italian: Crossing the Streams to Retrieve Stable Bioactivity in Majorana Bound States of Dialy zed Human Platelet Lysates
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Solving the Measurement Problem and then Steppin’ Out over the Line Riding the Rarest Italian: Crossing the Streams to Retrieve Stable Bioactivity in Majorana Bound States of Dialy zed Human Platelet Lysates

机译:解决测量问题然后跨过骑自行车狂奔的路线意大利人:越过河流以检索透析的人血小板裂解物的马约拉纳结合态的稳定生物活性

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摘要

Exhaustive dialysis (ED) of lysed human platelets against dilute HCl yields stable angiogenic activity. Dialysis against a constrained external volume, with subsequent relaxation of the separation upon opening the dialysis bag, produces material able to maintain phenotypes and viability of human cells in culture better than ED material. Significant graded changes in MTT viability measurement tracked with external volume. The presence of elements smaller than the MW cutoff, capable of setting up cycling currents initiated by oriented flow of HCl across the membrane, suggests that maturation of bioactivity occurred through establishment of a novel type of geometric phase. These information-rich bound states fit recent descriptions of topological order and Majorana fermions, suggesting relevance in testing Penrose and Hameroff’s theory of Orchestrated Objective Reduction, under conditions more general, and on finer scales, than those dependent on tubulin protein. The Berry curvature appears to be a good tool for building a general field theory of physiologic stress dependent on the quantum Hall effect. A new form of geometric phase, and an associated “geometric” quantum Hall effect underlying memory retrieval, dependent on the rate of path traversal and reduction from more than two initial field influences is described.
机译:裂解后的人血小板针对稀盐酸的彻底透析(ED)可产生稳定的血管生成活性。针对受限的外部体积进行透析,随后在打开透析袋时放松分离,所产生的材料比ED材料能够更好地保持培养中人类细胞的表型和活力。用外部体积跟踪的MTT生存力测量中的重大分级变化。小于MW截止值的元素的存在,能够建立由HCl跨膜定向流动引发的循环电流,表明生物活性的成熟通过建立新型的几何相而发生。这些信息丰富的结合态符合最近对拓扑秩序和马约拉那费米子的描述,表明在更普遍和更小规模的条件下(比那些依赖微管蛋白的条件)测试彭罗斯和哈默罗夫的“协调目标减少”理论具有相关性。浆果曲率似乎是建立依赖于量子霍尔效应的生理应力的一般场论的好工具。描述了一种新的几何相位形式,以及相关的“几何”量子霍尔效应,这些效应依赖于路径遍历的速率以及来自两个以上初始场影响的减少而在存储检索中处于基础。

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