2019
DOI: 10.1101/834457
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Protein Crowding Mediates Membrane Remodeling in Upstream ESCRT-induced Formation of Intraluminal Vesicles

Abstract: AbstractAs part of the lysosomal degradation pathway, the endosomal sorting complexes required for transport (ESCRT-0-III/VPS4) sequester receptors at the endosome and simultaneously deform the membrane to generate intraluminal vesicles (ILVs). Whereas ESCRT-III/VPS4 have an established function in ILV formation, the role of upstream ESCRTs (0-II) in membrane shape remodeling is not understood. Combining experimental measurements and electron microscopy analysis of ESCRT-III de… Show more

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“…The molecular machinery associated with curvature-inducing processes is often complex 7,8 and while some involve active motor proteins, [9][10][11] there is a multitude of proteins that are able to passively induce membrane shape transformations. 8,12 The biophysical mechanisms that induce membrane curvature include the insertion of amphipathic helixes into the bilayer, 13 producing an area difference between the inner and outer membrane leaflet through the binding of large proteins to one membrane side 14,15 or protein crowding. 16,17 Thus, the net effect of any asymmetry between the leaflets of the bilayer due to anchoring inclusions or steric pressure can be represented by the spontaneous curvature.…”
Section: Introductionmentioning
confidence: 99%
“…The molecular machinery associated with curvature-inducing processes is often complex 7,8 and while some involve active motor proteins, [9][10][11] there is a multitude of proteins that are able to passively induce membrane shape transformations. 8,12 The biophysical mechanisms that induce membrane curvature include the insertion of amphipathic helixes into the bilayer, 13 producing an area difference between the inner and outer membrane leaflet through the binding of large proteins to one membrane side 14,15 or protein crowding. 16,17 Thus, the net effect of any asymmetry between the leaflets of the bilayer due to anchoring inclusions or steric pressure can be represented by the spontaneous curvature.…”
Section: Introductionmentioning
confidence: 99%