Building and maintaining a System of Intracellular Compartments
Amit Kumar, Madan Rao

TL;DR
This paper presents a stochastic, nonequilibrium framework to understand the assembly, size control, and dynamics of intracellular organelles like Golgi cisternae and endosomes, revealing underlying mechanisms and testable predictions.
Contribution
It introduces a unified dynamical systems model that explains diverse organelle behaviors and links competing Golgi organization theories as phases of a single process.
Findings
Identifies distinct dynamical regimes from fixed points to limit cycles.
Predicts how perturbations affect organelle dynamics and size homeostasis.
Reveals that vesicular transport and cisternal progression are phases of the same process.
Abstract
Organelle patterning and its heritability remain central mysteries in cell biology, highlighting the fundamental tension between genetic inheritance and self-assembly. Here, we explore the nonequilibrium assembly and emdedded size control of the Golgi cisternae and endosomes, amid a continuous flux of membrane traffic, within a stochastic framework of mechanochemical fusion-fission cycles that violate detailed balance. Using a dynamical systems approach, we identify distinct, robust regimes, ranging from fixed points to limit cycles with definite phase relations between cisternae. We identify these dynamical regimes with diverse phenotypes, from stable cisternae to periodic, cell-cycle-dependent dissolution/reassembly of cisternae to cisternal progression. We analyse its dynamic response to systematic perturbations or driving protocols and make definite predictions that may be tested…
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