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dc.contributor.authorFerwerda, C
dc.date.accessioned2023-10-11T10:40:37Z
dc.date.issued2023-09-18
dc.date.updated2023-10-11T10:17:04Z
dc.description.abstractThe Suprachiasmatic Nucleus (SCN), the region of 20,000 neurons in the mammalian hypothalamus that controls the circadian rhythm, is a complex network of neurons, glia, and oscillatory dynamics. When measuring the electrical or molecular activity of the cells that compose the SCN, one will see a variety of oscillatory behaviour. One of the most notable of these oscillations is the core transcription-translation feedback loop (TTFL), consisting of clock genes such as period (per) and cryptochrome (CRY). By producing transgenic animals in which the activity of these clock genes is reported via fluorescent proteins, it becomes possible to track their expression from the intensity through long-time imaging. In the past, this has revealed a regional specificity to the rhythms. Neurons in the dorsal region of the SCN complete this loop with a period of slightly under 24hrs. The time of peak expression, as measured by PER1 concentration, appears 1−3hrs earlier than the slower ventral region, which completes the feedback loop in slightly over 24hrs. Observation of localised phase gaps between clusters has led to many questions about the SCN network structure that supports them and their functionality. For example, do they confer robustness to the oscillations of the TTFL? Or perhaps they indicate different times of input and output signalling, activity, and time-of-day information consolidation? Despite the importance of these questions, researchers have found a conflicting number of clusters, dynamics, and configurations. Further, the functionality and interaction structure of the network that supports these phase gaps and clustering configuration has remained unclear. To that end, we will study the gene expression dynamics of individual neurons in the SCN network to elucidate some of these unknown network properties. We hypothesise that, when categorising individual neurons into ventral and dorsal clusters by the phase of their gene expression, certain neurons will appear to “switch” clusters throughout the time-series. That is, given a neuron that is expressing in-phase with the ventral cluster early in the time-series, we suspect that the SCN network can cause it to switch and start to express in-phase with dorsal cluster later on. Equally, we suspect that neurons from dorsal cluster might also switch to ventral in this same way. To test this hypothesis, we developed a new data analysis pipeline for SCN gene expression imaging data that is capable of identifying, tracking, and extracting intensity measurements from individual neurons in images over many days. Once data was extracted, we cleaned, transformed, and clustered it using a k-medoids clustering algorithm to identify neurons with similar expression profiles. We found that, as previous research noted, neurons had a slight preference for localisation – with phase leading neurons located dorsally and phase lagging neurons located ventrally. Further, when clustering the neurons in varying window sizes, we found that the size of each cluster remained static for window sizes equal to or larger than 12hrs. Whereas in window sizes smaller than 12hrs, cluster size appears to oscillate robustly through the duration of our study. Power spectra analysis reveals that this oscillation in configuration size happens with a 12hr period. The dorsal cluster peaks in size near circadian dawn and dusk (Circadian Time 0 (CT0) and CT12) and the ventral peaks in the middle of the day and night (CT6 and CT18). We hypothesise that this is related to time-of-day information consolidation across the SCN network and discuss the importance of this and propose future work to test this hypothesis at the end of Chapter 3 and in the Conclusion. Using these results, we informed a coupled phase oscillator model to describe the switching dynamics. The Hansel, Mato, and Meunier (HMM) phase model is a second harmonic model with mixed signs for the first and second harmonic. The original authors found a variety of long-time dynamical behaviours, including heteroclinic switching. Through numerical continuation and simulation of a large network of HMM phase oscillators, we study the viability of this model to describe the switching we observed in our data. Starting with an identical oscillator and all-to-all symmetrically coupled network, we find that the switching dynamics occur in a bulk fashion – i.e., all constituents switch in a single instant in each cycle. This stood in contrast to our data, where switching occurred continually throughout the cycle. To rectify this we made a number of biophysically motivated modifications to the HMM network (nonidentical oscillators, asymmetric network strengths, and additive Gaussian noise) and found that breaking these symmetries creates a significant amount of pitchfork bifurcations with branches that contain emergent oscillatory dynamics. Simulation of cluster membership dynamics for the biologically motivated system results in a cluster analysis that has similar features to what we report in our data. We believe that this indicates that SCN asymmetries, such as mixed sign coupling, nonidentical oscillators, asymmetric network strengths, and noise are vital components to supporting SCN cluster membership dynamics.en_GB
dc.identifier.urihttp://hdl.handle.net/10871/134200
dc.publisherUniversity of Exeteren_GB
dc.rights.embargoreasonUnder embargo until 30/4/25en_GB
dc.titleRhythms of Sharing in the Suprachiasmatic Nucleus: A Novel Data Analysis Pipeline and Modelling Application for Studying Cluster Membership Dynamics in Suprachiasmatic Nucleus Gene Expression Dataen_GB
dc.typeThesis or dissertationen_GB
dc.date.available2023-10-11T10:40:37Z
dc.contributor.advisorKrasimira, Tsaneva-Atanasova
dc.contributor.advisorChris, Bick
dc.contributor.advisorMino, Belle
dc.publisher.departmentEngineering, Maths, and Physical Sciences
dc.rights.urihttp://www.rioxx.net/licenses/all-rights-reserveden_GB
dc.type.degreetitlePhD Applied Mathematics
dc.type.qualificationlevelDoctoral
dc.type.qualificationnameDoctoral Thesis
rioxxterms.versionNAen_GB
rioxxterms.licenseref.startdate2023-09-18
rioxxterms.typeThesisen_GB
refterms.dateFOA2023-10-11T10:41:25Z


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