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探索人类死亡率和衰老模式:可靠性理论视角。

Exploring Patterns of Human Mortality and Aging: A Reliability Theory Viewpoint.

机构信息

NORC at the University of Chicago, Chicago, IL 60637, USA.

Institute for Demographic Research, Federal Center of Theoretical and Applied Sociology, Russian Academy of Sciences, Moscow, 109028, Russia.

出版信息

Biochemistry (Mosc). 2024 Feb;89(2):341-355. doi: 10.1134/S0006297924020123.

Abstract

The most important manifestation of aging is an increased risk of death with advancing age, a mortality pattern characterized by empirical regularities known as mortality laws. We highlight three significant ones: the Gompertz law, compensation effect of mortality (CEM), and late-life mortality deceleration and describe new developments in this area. It is predicted that CEM should result in declining relative variability of mortality at older ages. The quiescent phase hypothesis of negligible actuarial aging at younger adult ages is tested and refuted by analyzing mortality of the most recent birth cohorts. To comprehend the aging mechanisms, it is crucial to explain the observed empirical mortality patterns. As an illustrative example of data-directed modeling and the insights it provides, we briefly describe two different reliability models applied to human mortality patterns. The explanation of aging using a reliability theory approach aligns with evolutionary theories of aging, including idea of chronic phenoptosis. This alignment stems from their focus on elucidating the process of organismal deterioration itself, rather than addressing the reasons why organisms are not designed for perpetual existence. This article is a part of a special issue of the journal that commemorates the legacy of the eminent Russian scientist Vladimir Petrovich Skulachev (1935-2023) and his bold ideas about evolution of biological aging and phenoptosis.

摘要

衰老最重要的表现是随着年龄的增长,死亡风险增加,这种死亡率模式的特点是存在经验规律,即死亡率法则。我们重点介绍其中三个重要的法则:Gompertz 法则、死亡率补偿效应(CEM)和老年死亡率减速,并描述该领域的新进展。预计 CEM 应该导致死亡率在老年时的相对变异性下降。通过分析最近出生队列的死亡率,检验并反驳了年轻成年人期死亡率微不足道的静态假设。为了理解衰老机制,解释观察到的经验死亡率模式至关重要。作为数据导向建模及其提供的见解的说明性示例,我们简要描述了应用于人类死亡率模式的两种不同可靠性模型。使用可靠性理论方法解释衰老与衰老的进化理论一致,包括慢性表型凋亡的概念。这种一致性源于它们都侧重于阐明生物体恶化本身的过程,而不是解决生物体为什么不是为永久存在而设计的问题。本文是该期刊纪念杰出的俄罗斯科学家弗拉基米尔·彼得罗维奇·斯库拉切夫(Vladimir Petrovich Skulachev,1935-2023)的特刊的一部分,该特刊介绍了他关于生物衰老和表型凋亡进化的大胆想法。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/6c83/11090256/dc918593faff/nihms-1989372-f0001.jpg

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