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Cosmos, mind, matter: Is mind in spacetime? 宇宙、心灵、物质:心灵在时空中吗?
IF 2 4区 生物学 Q2 BIOLOGY Pub Date : 2024-09-22 DOI: 10.1016/j.biosystems.2024.105332
Stuart Kauffman, Sudip Patra

We attempt in this article to formulate a conceptual and testable framework weaving Cosmos, Mind and Matter into a whole. We build on three recent discoveries, each requiring more evidence: i. The particles of the Standard Model, SU(3) × SU(2) × U(1), are formally capable of collective autocatalysis. This leads us to ask what roles such autocatalysis may have played in Cosmogenesis, and in trying to answer, Why our Laws? Why our Constants? A capacity of the particles of SU(3) × SU(2) × U(1) for collective autocatalysis may be open to experimental test, stunning if confirmed. ii. Reasonable evidence now suggests that matter can expand spacetime. The first issue is to establish this claim at or beyond 5 sigma if that can be done. If true, this process may elucidate Dark Matter, Dark Energy and Inflation and require alteration of Einstein's Field Equations. Cosmology would be transformed. iii. Evidence at 6.49 Sigma suggests that mind can alter the outcome of the two-slit experiment. If widely and independently verified, the foundations of quantum mechanics must be altered. Mind plays a role in the universe. That role may include Cosmic Mind.

在本文中,我们试图制定一个概念性的、可检验的框架,将宇宙、心灵和物质编织成一个整体。我们以最近的三个发现为基础,每个发现都需要更多的证据: i. 标准模型的粒子,即 SU(3) × SU(2) × U(1) ,在形式上能够集体自催化。这让我们不禁要问,这种自催化作用在宇宙生成过程中可能扮演了什么角色,并试图回答:为什么是我们的定律?为什么是我们的常数?苏(3)×苏(2)×乌(1)粒子的集体自催化能力可能有待实验检验,如果得到证实,将令人惊叹。现在有合理的证据表明,物质可以扩展时空。首要问题是在 5 西格玛或更高水平上证实这一说法(如果可以做到的话)。如果属实,这一过程可能会阐明暗物质、暗能量和膨胀,并要求改变爱因斯坦的场方程。宇宙学将发生变革。6.49 西格玛的证据表明,意念可以改变双缝实验的结果。如果得到广泛和独立的验证,量子力学的基础就必须改变。心灵在宇宙中扮演着某种角色。这个角色可能包括宇宙心灵。
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引用次数: 0
The indispensable role of time in autonomous development 时间在自主发展中不可或缺的作用。
IF 2 4区 生物学 Q2 BIOLOGY Pub Date : 2024-09-21 DOI: 10.1016/j.biosystems.2024.105340
William Letsou
Advances in single-cell analysis have led to a picture of development largely in agreement with Waddington’s eponymous epigenetic landscape, in which a cell’s fate is determined by its basin of attraction in a high-dimensional gene-expression space. Yet conceptual gaps remain as to how a single progenitor can simultaneously generate multiple endpoints, and why time should be required of the process at all. We propose a theoretical model based on the Hamiltonian mechanics of n-dimensional rotational motion, which resolves these paradoxes. We derive the result that systems which become different from themselves over time must initially move in a direction not towards their ultimate endpoints, and propose that this process of resolving ambiguity can be quantified (in an information-theoretic sense) by the volume subtended in gene-expression space by the trajectories taken by the system towards its endpoints. We discuss the implications of this theory for the analysis of single-cell gene-expression data in studies of development.
单细胞分析技术的进步使人们对发育过程有了大致与沃丁顿同名表观遗传景观一致的认识,即细胞的命运取决于其在高维基因表达空间上的吸引力。然而,对于单个祖细胞如何同时产生多个终点,以及为什么这一过程需要时间等问题,仍然存在概念上的空白。我们提出了一个基于 n 维旋转运动哈密顿力学的理论模型,以解决这些悖论。我们得出的结果是,随着时间的推移而变得与自身不同的系统最初的运动方向一定不是朝着其最终端点,并提出这一解决模糊性的过程可以通过系统朝着其端点所走的轨迹在基因表达空间中所占的体积来量化(在信息论意义上)。我们将讨论这一理论对发育研究中单细胞基因表达数据分析的影响。
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引用次数: 0
Causal Modeling and Thermodynamics: Towards a new convergence of the two fields 因果建模与热力学:实现两个领域的新融合。
IF 2 4区 生物学 Q2 BIOLOGY Pub Date : 2024-09-19 DOI: 10.1016/j.biosystems.2024.105338
Dan Costa Baciu
In 1824, Nicolas Léonard Sadi Carnot paid for the publication of his first book. Unfortunately it sparked little interest, and the young engineer never published another. In quick succession, Carnot served in the military, suffered from scarlet fever, mania, and cholera, and passed away in obscurity at age 36. Two centuries have elapsed since Carnot published his only book. Recognition came later. In particular, Carnot's reasoning inspired scientists to formulate the first and second laws of Thermodynamics. The new science that has emerged around these physical laws is nothing short of breathtaking. Yet, with success and growth, critical attention and skepticism have followed. In 1924, Louis de Broglie lauded the first law of Thermodynamics, while remaining more reserved to wards the second. The first law builds on a long history rooted in Causal Modeling, while the second does less so. Today, physicists such as Adrian Bejan continue praising Thermodynamics but contend that some formulations of the second law may have attracted broken science. The present article revisits this history in an attempt to cut through some of the fog. As an outcome of this re-evaluation, the article outlines a new convergence of Thermodynamics and Causal Modeling.
1824 年,尼古拉-莱昂纳尔-萨迪-卡诺花钱出版了自己的第一本书。遗憾的是,这本书几乎没有引起人们的兴趣,这位年轻的工程师再也没有出版过新书。随后,卡诺先后服兵役、患猩红热、狂躁症和霍乱,在默默无闻中去世,享年36岁。自卡诺出版他唯一的著作以来,已经过去了两个世纪。人们对他的认识是后来的事。特别是,卡诺的推理引领了热力学第一和第二定律的发展。围绕这些物理定律产生的新科学令人叹为观止,是人类创造力的绝佳见证。然而,成功和发展也带来了批评和质疑。1924 年,路易-德-布罗格利对热力学第一定律的赞誉超过了第二定律。第一定律建立在因果建模的悠久历史之上,而第二定律则不然。如今,物理学家阿德里安-贝扬(Adrian Bejan)等人专门研究热力学,但他认为,第二定律的某些表述可能已经破坏了科学。本文重温这段历史,试图拨开一些迷雾。作为重新评估的结果,文章概述了热力学与因果建模的新融合。
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引用次数: 0
Quantum logic automata generate class IV-like patterns and 1/f noise 量子逻辑自动机产生类 IV 模式和 1/f 噪声
IF 2 4区 生物学 Q2 BIOLOGY Pub Date : 2024-09-18 DOI: 10.1016/j.biosystems.2024.105339
Yuki Tokuyama , Yoshihiko Ohzawa , Yukio-Pegio Gunji

Owing to recent advancements in brain science and AI, researchers tend to focus on the concept of self-organized criticality or the edge of chaos. On the other hand, quantum cognition, which is rooted in quantum mechanics, is promising for resolving various cognitive illusions. However, until recently, no connection between criticality and quantum mechanics was proposed. Gunji et al. (2024) recently introduced a linkage termed quantum logic automata, which encompasses not only quantum logic but also criticality characterized by power-law distributions. While quantum logic automata can be derived from various structures, only one of them has been proposed and discussed. Here, we define another type of quantum logic automata involving quantum logic and demonstrate that symmetric quantum logic automata lead to complex Class IV-like patterns and power-law distributions. Our findings support the association between criticality and quantum theory.

由于近年来脑科学和人工智能的进步,研究人员倾向于关注自组织临界性或混沌边缘的概念。另一方面,源于量子力学的量子认知有望解决各种认知错觉。然而,直到最近,人们才提出临界性与量子力学之间的联系。Gunji 等人(2024 年)最近提出了一种称为量子逻辑自动机的联系,它不仅包括量子逻辑,还包括以幂律分布为特征的临界性。虽然量子逻辑自动机可以从各种结构中衍生出来,但目前只提出并讨论了其中一种。在此,我们定义了另一种涉及量子逻辑的量子逻辑自动机,并证明对称量子逻辑自动机会导致复杂的类 IV 模式和幂律分布。我们的研究结果支持临界性与量子理论之间的关联。
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引用次数: 0
Exact burst-size distributions for gene-expression models with complex promoter structure 具有复杂启动子结构的基因表达模型的精确突发大小分布。
IF 2 4区 生物学 Q2 BIOLOGY Pub Date : 2024-09-17 DOI: 10.1016/j.biosystems.2024.105337
Liying Zhou , Haowen Chen , Jinqiang Zhang , Jiajun Zhang , Huahai Qiu , Tianshou Zhou
In prokaryotic and eukaryotic cells, most genes are transcribed in a bursty fashion on one hand and complex gene regulations may lead to complex promoter structure on the other hand. This raises an unsolved issue: how does promoter structure shape transcriptional bursting kinetics characterized by burst size and frequency? Here we analyze stochastic models of gene transcription, which consider complex regulatory mechanisms. Notably, we develop an efficient method to derive exact burst-size distributions. The analytical results show that if the promoter of a gene contains only one active state, the burst size indeed follows a geometric distribution, in agreement with the previous result derived under certain limiting conditions. However, if it contains a multitude of active states, the burst size in general obeys a non-geometric distribution, which is a linearly weighted sum of geometric distributions. This superposition principle reveals the essential feature of bursting kinetics in complex cases of transcriptional regulation although it seems that there has been no direct experimental confirmation. The derived burst-size distributions not only highlight the importance of promoter structure in regulating bursting kinetics, but can be also used in the exact inference of this kinetics based on experimental data.
在原核细胞和真核细胞中,一方面,大多数基因都是以突发性方式转录的,另一方面,复杂的基因调控可能会导致复杂的启动子结构。这就提出了一个尚未解决的问题:启动子结构如何影响以突变大小和频率为特征的转录突变动力学?在此,我们分析了考虑复杂调控机制的基因转录随机模型。值得注意的是,我们开发了一种高效的方法来推导精确的猝发大小分布。分析结果表明,如果基因的启动子只包含一种活性状态,猝发大小确实遵循几何分布,这与之前在某些限制条件下得出的结果一致。然而,如果基因启动子包含多种活性状态,则猝发大小一般服从非几何分布,即几何分布的线性加权和。这一叠加原理揭示了在复杂的转录调控情况下猝发动力学的基本特征,但似乎还没有得到直接的实验证实。推导出的猝发大小分布不仅突出了启动子结构在调控猝发动力学中的重要性,而且还可用于根据实验数据对这种动力学进行精确推断。
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引用次数: 0
Construction of amino acids reduced alphabets from molecular descriptors for interpretation of N-carbamylase, luciferase and PI3K mutations 根据分子描述符构建氨基酸缩减字母表,用于解释 N-氨基甲酰酶、荧光素酶和 PI3K 突变
IF 2 4区 生物学 Q2 BIOLOGY Pub Date : 2024-09-10 DOI: 10.1016/j.biosystems.2024.105331
Tatiana Suárez , Diego F. Montaño , Rosana Suárez

The classification of amino acids has proven to be a useful tool for understanding the importance of sequence in protein function. The reduced amino acid alphabets are an example of these classifications, which, when built from physicochemical, structural and quantum characteristics of the amino acids, allow it to simplify the representation of the sequences, being useful in the modelling, design and understanding of proteins. So, an objective selection of amino acids properties is important, due classes formed in a reduced alphabet depend on the descriptors used for classification. In this research, based on a careful selection of descriptors for the 20 amino acids, through techniques such as the information content index and hierarchical cluster analysis with ties in proximity, 20,871,586 reduced amino acid alphabets were constructed. This large collection of reduced alphabets was been used to interpret alterations in the function of three proteins: N-carbamylase, Luciferase, and PI3K, caused by amino acid changes in their sequences. For this, the similar and different descriptors linked to these mutations were studied. Properties such as volume, hydrophobicity, charge and autocorrelation can be associated with variations in the behaviour of these proteins, while the frequency in specific secondary structures, the Gibbs free energy and some topological and quantum properties can be considered as the causes of preventing the deactivation of protein function. This work offers the most complete collection of reduced alphabets that promise to be a useful tool for the interpretation of alterations caused by amino acid mutations in the protein sequence.

事实证明,氨基酸分类是了解序列在蛋白质功能中的重要性的有用工具。根据氨基酸的物理化学、结构和量子特征建立的缩减氨基酸字母表就是这些分类的一个例子,它可以简化序列的表示,有助于蛋白质的建模、设计和理解。因此,氨基酸特性的客观选择非常重要,因为在缩减字母表中形成的类别取决于用于分类的描述符。在这项研究中,基于对 20 种氨基酸描述符的精心选择,通过信息含量指数和分层聚类分析等技术,构建了 20,871,586 个还原氨基酸字母表。这一大批还原氨基酸字母表被用来解释三种蛋白质的功能变化:N-淀粉酶、荧光素酶和 PI3K 因其序列中氨基酸的变化而导致的功能改变。为此,研究了与这些突变相关的相似和不同描述符。体积、疏水性、电荷和自相关性等特性可与这些蛋白质的行为变化相关联,而特定二级结构的频率、吉布斯自由能和一些拓扑和量子特性可被视为阻止蛋白质功能失活的原因。这项工作提供了最完整的还原字母集合,有望成为解释蛋白质序列中氨基酸突变引起的变化的有用工具。
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引用次数: 0
In enzymatic reactions, the reverse reaction reduces product noise 在酶促反应中,逆反应会降低产物噪音
IF 2 4区 生物学 Q2 BIOLOGY Pub Date : 2024-09-10 DOI: 10.1016/j.biosystems.2024.105334
Ching-Chu Hsieh , Yung-Chun Lin , Wei-Bo Lin, Che-Chi Shu

Enzymatic reactions are essential for most cellular reactions and ubiquitous in living organisms. In the present study, we explore the pivotal role of the reverse reaction in enzymatic reactions. It is a powerful noise-buffering motif. By SSA (stochastic simulation algorithm), a remarkable 32% reduction of product CV (coefficient of variation) was observed. To better understand the causes, we split the upstream noise. The product CV reduction is more than 35% for the noise inherited from the enzyme but merely 6%–21% for that from the substrate. It implies that the system applies different strategies to different upstream noises. We identified two leading causes responsible for noise attenuation. A cell is well designed to control its intracellular noise, and to acquire wisdom from nature is always enjoyable.

酶促反应是大多数细胞反应所必需的,在生物体内无处不在。在本研究中,我们探讨了逆反应在酶促反应中的关键作用。它是一种强大的噪声缓冲机制。通过 SSA(随机模拟算法),我们观察到产物 CV(变异系数)显著降低了 32%。为了更好地了解原因,我们对上游噪音进行了拆分。来自酶的噪声降低了 35% 以上,而来自底物的噪声仅降低了 6%-21% 。这意味着系统对不同的上游噪音采用了不同的策略。我们确定了导致噪音衰减的两个主要原因。细胞可以很好地控制其胞内噪音,从大自然中获取智慧总是令人愉快的。
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引用次数: 0
Analysis of Shannon's entropy to contrast between the Embodied and Neurocentrist hypothesis of conscious experience 分析香农熵,对比意识体验的 "体现 "假说和 "神经中心 "假说。
IF 2 4区 生物学 Q2 BIOLOGY Pub Date : 2024-09-05 DOI: 10.1016/j.biosystems.2024.105323
Sergio J. Martínez García , Pablo Padilla Longoria

We usually accept that consciousness is in the brain. This statement corresponds to a Neurocentrist view. However, with all the physical and physiological data currently available, a convincing explanation of how consciousness emerges has not been given this topic is aborded by Anil Seth (2021). Because of this, a natural question arises: Is consciousness really in the brain or not? If the answer is no, this corresponds to the Embodied perspective. We cannot discriminate between these two points of view because we cannot identify how the organism processes the information. If we try to measure information processing in the brain, then the Neurocentrist view is unavoidable. For example, the information integration theory of Tononi's research group and the global work area theory developed by Dehaene and Baars, focus solely on the brain without considering aspects of Embodied vision (See Tononi, 2021; Dehaene, 2021). In this article, we propose an index based on Shannon's entropy, capable of identifying the leading processing elements acting: Are they mainly inner or external? In order to validate it, we performed simulations with networks accounting for different amounts of internal and outer layers. Since Shannon's entropy is an abstract measure of the information content, this index is not dependent on the physical network nor the proportion of different layers. Therefore, we validate the index as free of bias. This index is a way to discriminate between Embodied from Neurocentrist hypotheses.

我们通常认为意识存在于大脑中。这种说法符合神经中心论的观点。然而,根据目前掌握的所有物理和生理学数据,我们还无法对意识是如何产生的给出令人信服的解释(Anil Seth 2021; Seth, 2021)。因此,一个自然而然的问题出现了:意识是否真的存在于大脑中?如果答案是否定的,这就符合 "具身 "观点。我们无法区分这两种观点,因为我们无法确定有机体是如何处理信息的。如果我们试图测量大脑的信息处理过程,那么神经中心论的观点就不可避免。例如,托诺尼研究小组的信息整合理论以及德海纳(Dehaene)和巴尔斯(Baars)提出的全球工作区理论,都只关注大脑,而没有考虑到 "嵌入式视觉"(Embodied vision)的各个方面(见托诺尼 2021 年;德海纳 2021 年)。在本文中,我们提出了一种基于香农熵的指数,该指数能够识别起作用的主要处理要素:它们主要是内在的还是外在的?为了验证该指数,我们对不同数量的内部层和外部层网络进行了模拟。由于香农熵是对信息内容的抽象度量,因此该指数既不依赖于物理网络,也不依赖于不同层级的比例。因此,我们验证该指数不存在偏差。该指数是区分 "嵌入式 "假说和 "神经中心主义 "假说的一种方法。
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引用次数: 0
In search for evolutionary roots of a mindful cognition: A Darwinian view on sustained intentional awareness 寻找心智认知的进化根源:关于持续有意识的达尔文观点。
IF 2 4区 生物学 Q2 BIOLOGY Pub Date : 2024-09-02 DOI: 10.1016/j.biosystems.2024.105321
Emiliano Bruner

The attention system underwent important evolutionary changes and specializations in the human genus. In fact, our outstanding social and technological complexity strictly depends on our attentional ability, which is sustained, intentional, and conscious. Attention, intention, and awareness are key features for what can be defined a mindful cognition, and we may wonder whether a specific combination of these cognitive traits may be the result of a natural selective process, or else an accidental by-product of mental complexity. In this article, basic concepts in evolutionary anthropology are reviewed, to consider whether positive, neutral, or negative selective forces might have influenced the evolution of a mindful cognitive ability. At present, all these alternatives are potentially supported by different kinds of evidence. Hybrid hypotheses, considering stabilizing mechanisms or distinct social roles and intra-specific variation, are also likely. An evolutionary approach to the cognitive abilities involved in attention and awareness can reveal potentialities, limitations, and drawbacks of our individual and collective natural behaviors, especially when dealing with the evolution of the human consciousness.

人类的注意力系统经历了重要的进化变化和专业化。事实上,我们杰出的社会和技术复杂性严格依赖于我们的注意能力,这种能力是持续的、有意的和自觉的。注意、意向和意识是心智认知的关键特征,我们不禁要问,这些认知特征的特定组合是自然选择过程的结果,还是心智复杂性的意外副产品。本文回顾了进化人类学的基本概念,以思考积极、中性或消极的选择性力量是否会影响心智认知能力的进化。目前,所有这些选择都有可能得到不同证据的支持。考虑到稳定机制或独特的社会角色和特定内部变异的混合假说也是可能的。用进化的方法来研究注意力和意识所涉及的认知能力,可以揭示我们个体和集体自然行为的潜力、局限和弊端,尤其是在处理人类意识的进化问题时。
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引用次数: 0
The genetic code and its p-adic ultrametric modeling 遗传密码及其 p-adic 超参数模型。
IF 2 4区 生物学 Q2 BIOLOGY Pub Date : 2024-09-02 DOI: 10.1016/j.biosystems.2024.105322
Branko Dragovich , Nataša Ž. Mišić

The genetic code plays a central role in all living organisms and its modeling is important for describing and understanding involved the coding rules. There are many approaches to modeling various aspects of the genetic code. One of the simple and successful mathematical tools for modeling the similarity both between codons and between amino acids, is the ultrametrics and especially the p-adic distance. This article contains an overview of ultrametric (p-adic) modeling of genetic information, and its translation to proteins using the genetic code.

遗传密码在所有生物体中都起着核心作用,其建模对于描述和理解编码规则非常重要。有许多方法可以对遗传密码的各个方面进行建模。建立密码子之间和氨基酸之间相似性模型的简单而成功的数学工具之一是超计量学,尤其是 p-adic 距离。本文概述了遗传信息的超计量(p-adic)建模,以及利用遗传密码将其转化为蛋白质的过程。
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引用次数: 0
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