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  • About
  • The Global ETD Search service is a free service for researchers to find electronic theses and dissertations. This service is provided by the Networked Digital Library of Theses and Dissertations.
    Our metadata is collected from universities around the world. If you manage a university/consortium/country archive and want to be added, details can be found on the NDLTD website.
1

Live-Cell Imaging of Stress Signaling Dynamics in a Cell Fate Decision / 細胞運命決定におけるストレスシグナル伝達動態の生細胞イメージング

Miura, Haruko 23 January 2019 (has links)
京都大学 / 0048 / 新制・課程博士 / 博士(生命科学) / 甲第21474号 / 生博第405号 / 新制||生||53(附属図書館) / 京都大学大学院生命科学研究科高次生命科学専攻 / (主査)教授 松田 道行, 教授 影山 龍一郎, 教授 渡邊 直樹 / 学位規則第4条第1項該当 / Doctor of Philosophy in Life Sciences / Kyoto University / DFAM
2

Quantitative analysis of cellular networks: cell cycle entry

Lee, Tae J. January 2010 (has links)
<p>Cellular dynamics arise from intricate interactions among diverse components, such as metabolites, RNAs, and proteins. An in-depth understanding of these interactions requires an integrated approach to the investigation of biological systems. This task can benefit from a combination of mathematical modeling and experimental validations, which is becoming increasingly indispensable for basic and applied biological research. </p> <p>Utilizing a combination of modeling and experimentation, we investigate mammalian cell cycle entry. We begin our investigation by making predictions with a mathematical model, which is constructed based on the current knowledge of biology. To test these predictions, we develop experimental platforms for validations, which in turn can be used to further refine the model. Such iteration of model predictions and experimental validations has allowed us to gain an in-depth understanding of the cell cycle entry dynamics. </p> <p>In this dissertation, we have focused on the Myc-Rb-E2F signaling pathway and its associated pathways, dysregulation of which is associated with virtually all cancers. Our analyses of these signaling pathways provide insights into three questions in biology: 1) regulation of the restriction point (R-point) in cell cycle entry, 2) regulation of the temporal dynamics in cell cycle entry, and 3) post-translational regulation of Myc by its upstream signaling pathways. The well-studied pathways can serve as a foundation for perturbations and tight control of cell cycle entry dynamics, which may be useful in developing cancer therapeutics. </p> <p>We conclude by demonstrating how a combination of mathematical modeling and experimental validations provide mechanistic insights into the regulatory networks in cell cycle entry.</p> / Dissertation
3

Stochastic Modelling of Calcium Dynamics

Friedhoff, Victor Nicolai 20 December 2023 (has links)
Calcium (Ca2+) ist ein in eukaryotischen Zellen allgegenwärtiger sekundärer Botenstoff. Durch Inositoltrisphosphat (IP3) ausgelöste Ca2+-Signale von IP3-Rezeptoren (IP3Rs) sind eines der universellsten Zell Signalübertragungssysteme. Ca2+ Signale sind fundamental stochastisch. Dennoch hat sich die Modellierung dieser Ca2+-Signale bisher stark auf deterministische Ansätze mit gewöhnlichen Differentialgleichungen gestützt. Diese wurden als Ratengleichungen etabliert und beruhen auf räumlich gemitteltem Ca2+ Werten. Diese Ansätze vernachlässigen Rauschen und Zufall. In dieser Dissertation präsentieren wir ein stochastisches Modell zur Erzeugung von Ca2+ Spikes in Form einer linearen Zustands-Kette. Die Anzahl offener Cluster ist die Zustandsvariable und Erholung von negativem Feedback wird berücksichtigt. Wir identifizieren einen Ca2+ Spike mit dem ersten Erreichen eines kritischen Zustands und sein Interspike Intervall mit der first-passage time (FPT) zu diesem Zustand. Dafür entwickeln wir einen allgemeinen mathematischen Rahmen zur analytischen Berechnung von FPTs auf solch einer Kette. Wir finden z.B. einen allgemein verringerten CV, der ein deutliches Minimum in Abhängigkeit der Zustandskettenlänge N aufweist. Dies nennen wir resonante Länge. Danach ergänzen wir positives Feedback und wenden das Modell auf verschiedene Zelltypen an. Es erfasst alle verfügbaren allgemeinen Beobachtungen zu Ca2+ Signalvorgängen. Es erlaubt uns Einblicke in den Zusammenhang von Agonistenstärke und Puffraten. Auch werden einzelne Ca2+ Spikes in Purkinje Neuronen, welche eine Rolle für Lernen und Erinnerung spielen, als stochastisches reaction-diffusion Model in einer 3D Dornenfortsatz Geometrie modelliert. Ataxia, eine Krankheit, die zum Verlust der Feinmotorik führt, wird auf defekte IP3R zurückgeführt, die abnormale Ca2+ Spikes erzeugen. Dieser Zustand wird ebenfalls untersucht und es wird ein Weg zur Wiederherstellung normaler Ca2+ Spikes vorgeschlagen. / Calcium (Ca2+) is a ubiquitous 2nd messenger molecule in all eukaryotic cells. Inositol trisphosphate (IP3)-induced Ca2+ signalling via IP3 receptors (IP3Rs) is one of the most universal signalling systems used by cells to transmit information. Ca2+ signalling is noisy and a fundamentally stochastic system. Yet, modelling of IP3-induced Ca2+ signalling has relied heavily on deterministic approaches with ordinary differential equations in the past, established as rate equations using spatially averaged Ca2+. These approaches neglect the defining features of Ca2+ signalling, noise and fluctuations. In this thesis, we propose a stochastic model of Ca2+ spike generation in terms of a linear state chain with the number of open clusters as its state variable, also including recovery from negative feedback. We identify a Ca2+ spike with reaching a critical state for the first time, and its interspike interval with the first passage time to that state. To this end, a general mathematical framework for analytically computing first-passage times of such a linear chain is developed first. A substantially reduced CV with a pronounced minimum, dependent on the chain length N, termed resonant length, are found. Positive feedback is then included into the model, and it is applied directly to various cell types. The model is fundamentally stochastic and successfully captures all available general observations on Ca2+ signalling. Also, we specifically study single Ca2+ spikes in spines of Purkinje neurons, assumed to be important for motor learning and memory, using MCell to simulate a reaction-diffusion system in a complex 3D Purkinje spine geometry. The model successfully reproduces experimentally findings on properties of Ca2+ spikes. Ataxia, a pathological condition resulting in, e.g., a loss of fine motor control, assumed to be caused by malfunctioning IP3Rs, is modelled and a possible way of recovery is suggested.

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