Sustained enzymatic activity and flow in crowded protein droplets

Nature Communications Nature Research 12:1 (2021) 6293

Authors:

Andrea Testa, Mirco Dindo, Aleksander A Rebane, Babak Nasouri, Robert W Style, Ramin Golestanian, Eric R Dufresne, Paola Laurino

Abstract:

Liquid-liquid phase separation (LLPS) is recognized as a mechanism for regulation of enzymatic activity. Biochemical mechanisms include concentrating reactants to enhance reaction rates or sequester enzymes and reactants from each other to reduce the reaction rate. On the other hand, LLPS might also regulate the diffusion of small molecules or important parameters for enzymatic activity (such as modulators, macromolecular crowding and changing the media physicochemical features) increasing or decreasing the reaction rate of the enzymes. Furthermore, the co-compartmentalization of specific enzymes can favour or speed up specific metabolic fluxes. Here, we discuss how LLPS contributed to generate a new era for enzyme regulation and the new possible subtle regulation mechanisms still unexplored.journal articl

Out-of-equilibrium dynamics of the XY spin chain from form factor expansion

(2021)

Authors:

Etienne Granet, Henrik Dreyer, Fabian HL Essler

Comment on "Relative Diffusivities of Bound and Unbound Protein Can Control Chemotactic Directionality''

(2021)

Authors:

Jaime Agudo-Canalejo, Pierre Illien, Ramin Golestanian

High-temperature transport and polaron speciation in the anharmonic Holstein model

(2021)

Authors:

Attila Szabó, SA Parameswaran, Sarang Gopalakrishnan

Exact solution of a quantum asymmetric exclusion process with particle creation and annihilation

Journal of Statistical Mechanics: Theory and Experiment IOP Publishing 2021 (2021) 103102

Authors:

Jacob Robertson, Fabian HL Essler

Abstract:

We consider a Lindblad equation that for particular initial conditions reduces to an asymmetric simple exclusion process with additional loss and gain terms. The resulting Lindbladian exhibits operator-space fragmentation and each block is Yang–Baxter integrable. For particular loss/gain rates the model can be mapped to free fermions. We determine the full quantum dynamics for an initial product state in this case.