39 research outputs found

    Design Principles of Pancreatic Islets: Glucose-dependent Coordination of Hormone Pulses

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    Pancreatic islets are functional units involved in glucose homeostasis. The multicellular system comprises three main cell types; β\beta and α\alpha cells reciprocally decrease and increase blood glucose by producing insulin and glucagon pulses, while the role of δ\delta cells is less clear. Although their spatial organization and the paracrine/autocrine interactions between them have been extensively studied, the functional implications of the design principles are still lacking. In this study, we formulated a mathematical model that integrates the pulsatility of hormone secretion and the interactions and organization of islet cells and examined the effects of different cellular compositions and organizations in mouse and human islets. A common feature of both species was that islet cells produced synchronous hormone pulses under low- and high- glucose conditions, while they produced asynchronous hormone pulses under normal glucose conditions. However, the synchronous coordination of insulin and glucagon pulses at low glucose was more pronounced in human islets that had more α\alpha cells. When β\beta cells were selectively removed to mimic diabetic conditions, the anti-synchronicity of insulin and glucagon pulses was deteriorated at high glucose, but it could be partially recovered when the re-aggregation of remaining cells was considered. Finally, the third cell type, δ\delta cells, which introduced additional complexity in the multicellular system, prevented the excessive synchronization of hormone pulses. Our computational study suggests that controllable synchronization is a design principle of pancreatic islets.Comment: 24 pages, 7 figure

    Spin Resistivity in the Frustrated J1J2J_1-J_2 Model

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    We study in this paper the resistivity encountered by Ising itinerant spins traveling in the so-called J1J2J_1-J_2 frustrated simple cubic Ising lattice. For the lattice, we take into account the interactions between nearest-neighbors and next-nearest-neighbors, J1J_1 and J2J_2 respectively. Itinerant spins interact with lattice spins via a distance-dependent interaction. We also take into account an interaction between itinerant spins. The lattice is frustrated in a range of J2J_2 in which we show that it undergoes a very strong first-order transition. Using Monte Carlo simulation, we calculate the resistivity ρ\rho of the itinerant spins and show that the first-order transition of the lattice causes a discontinuity of ρ\rho.Comment: submitted for publicatio
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