2013
DOI: 10.1021/ja400146z
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Influenza Virus A M2 Protein Generates Negative Gaussian Membrane Curvature Necessary for Budding and Scission

Abstract: The M2 protein is a multi-functional protein, which plays several roles in the replication cycle of the influenza A virus. Here we focus on its ability to promote budding of the mature virus from the cell surface. Using high resolution small angle X-ray scattering we show that M2 can restructure lipid membranes into bicontinuous cubic phases which are rich in negative Gaussian curvature (NGC). The active generation of negative Gaussian membrane curvature by M2 is essential to influenza virus budding. M2 has be… Show more

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Cited by 109 publications
(192 citation statements)
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“…Other recent in silico data support the ability of M2 to cause membrane curvature as well as demonstrate its sensitivity to penta-alanine mutations within the amphipathic helix (53). It was found that the M2 amphipathic helix is sufficient to cause negative Gaussian curvature (NGC), which is a prerequisite alteration of membrane shape for budding and scission mechanisms, similar to that proposed for influenza virus virions (28).…”
Section: Discussionsupporting
confidence: 61%
“…Other recent in silico data support the ability of M2 to cause membrane curvature as well as demonstrate its sensitivity to penta-alanine mutations within the amphipathic helix (53). It was found that the M2 amphipathic helix is sufficient to cause negative Gaussian curvature (NGC), which is a prerequisite alteration of membrane shape for budding and scission mechanisms, similar to that proposed for influenza virus virions (28).…”
Section: Discussionsupporting
confidence: 61%
“…For example, this is the amount of NGC found in a transmembrane pore with a size of ∼40 nm, if we ignore all other effects. If on the other hand, the destabilization mechanism is that of a budding event followed by scission, then we can estimate the size of the defect using a catenoid surface, which is an approximate representation of the surface of a scission pore (56,57). The Gaussian curvature of a minimal catenoid surface with a neck radius of c along its z axis is defined by K(z) = −[sech 4 (z∕c)]/c 2 .…”
Section: Discussionmentioning
confidence: 99%
“…NGC generation is often facilitated by negative-curvature lipids such as PE (41)(42)(43), which commonly enhance fusogenicity (44). Our measured hKi can be visualized using a catenoid surface, which is an approximation of a scission neck or a fusion pore (45,46). The Gaussian curvature of a minimal catenoid surface with a neck radius of c along its z axis is KðzÞ = −½sech 4 ðz=cÞ =c 2 .…”
Section: Discussionmentioning
confidence: 99%