2015
DOI: 10.1209/0295-5075/111/68005
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Motility states in bidirectional cargo transport

Abstract: Intracellular cargos which are transported by molecular motors move stochastically along cytoskeleton filaments. In particular for bidirectionally transported cargos it is an open question whether the characteristics of their motion can result from pure stochastic fluctuations or whether some coordination of the motors is needed. The results of a mean-field model of cargo-motors dynamics, which was proposed by Müller et al. [1] suggest the existence of high motility states which would result from a stochastic … Show more

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Cited by 14 publications
(10 citation statements)
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“…The model assumes that motors of each type equally share the load per node. When the motors are crowded this is unlikely to be the case [39], but in our system even when N K = N D = 32 the motors should not be crowded on a filament due to the node spacing. For computational convenience, in the numerical algorithm we assume binding events on each node are independent of binding events on other nodes.…”
Section: Discussionmentioning
confidence: 77%
“…The model assumes that motors of each type equally share the load per node. When the motors are crowded this is unlikely to be the case [39], but in our system even when N K = N D = 32 the motors should not be crowded on a filament due to the node spacing. For computational convenience, in the numerical algorithm we assume binding events on each node are independent of binding events on other nodes.…”
Section: Discussionmentioning
confidence: 77%
“…Indeed, when motor position is explicitely considered, it turns out that motors which are oppositely directed to the dominant motor species are not automatically disrupted from the MT. Thus the efficiency of the tug-of-war mechanism is drastically reduced, in the sense that the symmetric bimodal distributions observed in the mean field model do not exist anymore [195]. This is not necessarily a drawback, as these symmetric bimodal distributions have never been clearly evidenced experimentally.…”
Section: Tug-of-warmentioning
confidence: 95%
“…7) [29][30][31]. The motors have a stochastic dynamics along the microtubule, and extend as a spring when they pull on the cargo that they carry.…”
Section: Tug-of-warmentioning
confidence: 99%