2017
DOI: 10.1016/j.jtbi.2016.11.010
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Effects of initial telomere length distribution on senescence onset and heterogeneity

Abstract: Replicative senescence, induced by telomere shortening, exhibits considerable asynchrony and heterogeneity, the origins of which remain unclear. Here, we formally study how telomere shortening mechanisms impact on senescence kinetics and define two regimes of senescence, depending on the initial telomere length variance. We provide analytical solutions to the model, highlighting a non-linear relationship between senescence onset and initial telomere length distribution. This study reveals the complexity of the… Show more

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Cited by 10 publications
(18 citation statements)
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“…Senescence heterogeneity, induced by telomere shortening, depends on the initial variance in TL [32]. Hence, TL is a promising predictor of the propofol dose combined with the physiological status of the body.…”
Section: Discussionmentioning
confidence: 99%
“…Senescence heterogeneity, induced by telomere shortening, depends on the initial variance in TL [32]. Hence, TL is a promising predictor of the propofol dose combined with the physiological status of the body.…”
Section: Discussionmentioning
confidence: 99%
“…Telomeres at eukaryotic chromosome ends protect the chromosome ends from end-to-end fusion, degradation, and prevent misrecognition of the ends as double-stranded DNA breaks (DSBs) ( Tham and Zakian, 2002 ; Dieckmann et al, 2016 ). Telomeres have terminal single-stranded (ss) DNA overhangs with 3′ repetitive guanine-rich sequences (termed G tail or G-overhang) ( Giraud-Panis et al, 2010 ; Eugène et al, 2017 ). Telomeres are marked by tandem repeats such as G 3 T 2 A in vertebrates and TG 1 – 3 in budding yeast Saccharomyces cerevisiae ( Tran et al, 2011 ; Wellinger and Zakian, 2012 ).…”
Section: Maintenance Of Telomre Length Homeostasis Prevents Cellular mentioning
confidence: 99%
“…We used the same approach as in (16,17) and tested how the shortening dynamics of a linear combination of the lengths of the two shortest telomeres, that is L1 + a L2 (where L1 and L2 represent the length of the shortest and second shortest telomeres, respectively, and a is a positive scalar) reaching a threshold Lmin could fit the data. To do so, we simulated the senescence onsets of individual lineages according to (16,17) and compared them to the experiments by minimizing the following error value, describing the distance between the simulation and the experimental data of the onset of the first arrest: where N is the number of simulations, n is the number of experimental lineages (here n = 115) and for the j th simulation, G(i,j;a) represents the i th lineage out of n lineages, ordered from shortest to longest and simulated with the law of telomeric signalling L1 + a L2 = Lmin, and ( ) is the i th shortest lineage in the ordered set of the n experimental lineages. Interestingly, as in ( 16) for the onset of senescence, the parameter a that minimized e was always 0, indicating that taking only the length of the shortest telomere into account, and not the second, led to the best fit.…”
Section: A Telomere-shortening-dependent Model Fits the Timing Of The First Non-terminal Arrestmentioning
confidence: 99%
“…Because of the apparent stochastic nature of the early arrests, mathematical analysis and modelling are powerful approaches to describe them, test hypotheses on their nature and propose underlying laws governing their appearance. We previously built a telomere-shortening model that incorporated the asymmetric molecular mechanism of telomere replication (16,17).…”
Section: Introductionmentioning
confidence: 99%