Flagellar length control in monoflagellates by motorized transport: growth kinetics and correlations of length fluctuations
Swayamshree Patra, Debashish Chowdhury

TL;DR
This paper develops a stochastic model using a 'time of flight' mechanism to explain flagellar length control in monoflagellates, reproducing experimental length variations and analyzing fluctuation correlations during the cell cycle.
Contribution
It introduces a novel stochastic model for flagellar length regulation in monoflagellates based on the ToF mechanism, extending previous work on biflagellates.
Findings
Model reproduces observed flagellar length trends
Correlations in length fluctuations reveal intracellular communication
Monte Carlo simulations validate the model's predictions
Abstract
How does a cell self-organize so that its appendages attain specific lengths that are convenient for their respective functions? What kind of 'rulers' does a cell use to measure the length of these appendages? How does a cell transport structure building materials between the cell body and distal tips of these appendages so as to regulate their dynamic lengths during various stages of its lifetime? Some of these questions are addressed here in the context of a specific cell appendage called flagellum (also called cilium). A "time of flight" (ToF) mechanism, adapted from the pioneering idea of Galileo, has been used successfully very recently to explain the length control of flagella by a biflagellate green algae. Using the same ToF mechanism, here we develop a stochastic model for the dynamics of flagella in two different types of monoflagellate unicellular organisms. A unique feature…
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