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The structural basis for cohesin-CTCF-anchored loops 期刊论文
NATURE, 2020, 578 (7795) : 472-+
作者:  Li, Yan;  Haarhuis, Judith H. I.;  Sedeno Cacciatore, Angela;  Oldenkamp, Roel;  van Ruiten, Marjon S.;  Willems, Laureen;  Teunissen, Hans;  Muir, Kyle W.;  de Wit, Elzo;  Rowland, Benjamin D.;  Panne, Daniel
收藏  |  浏览/下载:10/0  |  提交时间:2020/07/03

Cohesin catalyses the folding of the genome into loops that are anchored by CTCF1. The molecular mechanism of how cohesin and CTCF structure the 3D genome has remained unclear. Here we show that a segment within the CTCF N terminus interacts with the SA2-SCC1 subunits of human cohesin. We report a crystal structure of SA2-SCC1 in complex with CTCF at a resolution of 2.7 angstrom, which reveals the molecular basis of the interaction. We demonstrate that this interaction is specifically required for CTCF-anchored loops and contributes to the positioning of cohesin at CTCF binding sites. A similar motif is present in a number of established and newly identified cohesin ligands, including the cohesin release factor WAPL(2,3). Our data suggest that CTCF enables the formation of chromatin loops by protecting cohesin against loop release. These results provide fundamental insights into the molecular mechanism that enables the dynamic regulation of chromatin folding by cohesin and CTCF.


The crystal structure of the SA2-SCC1 subunits of human cohesin in complex with CTCF reveals the molecular basis of the cohesin-CTCF interaction that enables the dynamic regulation of chromatin folding.


  
Stress- and ubiquitylation-dependent phase separation of the proteasome 期刊论文
NATURE, 2020, 578 (7794) : 296-+
作者:  Jewell, Jessica;  Emmerling, Johannes;  Vinichenko, Vadim;  Bertram, Christoph;  Berger, Loic;  Daly, Hannah E.;  Keppo, Ilkka;  Krey, Volker;  Gernaat, David E. H. J.;  Fragkiadakis, Kostas;  McCollum, David;  Paroussas, Leonidas;  Riahi, Keywan;  Tavoni, Massimo;  van Vuuren, Detlef
收藏  |  浏览/下载:22/0  |  提交时间:2020/07/03

The proteasome is a major proteolytic machine that regulates cellular proteostasis through selective degradation of ubiquitylated proteins(1,2). A number of ubiquitin-related molecules have recently been found to be involved in the regulation of biomolecular condensates or membraneless organelles, which arise by liquid-liquid phase separation of specific biomolecules, including stress granules, nuclear speckles and autophagosomes(3-8), but it remains unclear whether the proteasome also participates in such regulation. Here we reveal that proteasome-containing nuclear foci form under acute hyperosmotic stress. These foci are transient structures that contain ubiquitylated proteins, p97 (also known as valosin-containing protein (VCP)) and multiple proteasome-interacting proteins, which collectively constitute a proteolytic centre. The major substrates for degradation by these foci were ribosomal proteins that failed to properly assemble. Notably, the proteasome foci exhibited properties of liquid droplets. RAD23B, a substrate-shuttling factor for the proteasome, and ubiquitylated proteins were necessary for formation of proteasome foci. In mechanistic terms, a liquid-liquid phase separation was triggered by multivalent interactions of two ubiquitin-associated domains of RAD23B and ubiquitin chains consisting of four or more ubiquitin molecules. Collectively, our results suggest that ubiquitin-chain-dependent phase separation induces the formation of a nuclear proteolytic compartment that promotes proteasomal degradation.


Hyperosmotic stress leads to a phase separation of the proteasome, triggered by interactions between RAD23B and ubiquitylated proteins, which bring together p97 and proteasome-associated proteins into nuclear proteolytic foci.


  
Pore-Scale Explanation of the Archie's Cementation Exponent: Microstructure, Electrical Anisotropy, and Numerical Experiments 期刊论文
GEOPHYSICAL RESEARCH LETTERS, 2019, 46 (11) : 5799-5807
作者:  Yue, Wenzheng
收藏  |  浏览/下载:6/0  |  提交时间:2019/11/26
electrical anisotropy  pore microstructure  digital rock  formation factor  Archie'  s formula  lattice gas automata