activity
20022026
most citedNewton-Hooke Algebras, Non-relativistic Branes and Generalized pp-wave Metrics

104 citations · 312 across the 7 of their papers we have counts for

collaborators

8 papers

cond-mat.soft2026

Collective order reorganizes dissipation and powers an active engine

Michael Riedl, Vincent Wattiez, Étienne Fodor +2

Motile active matter systems, from animal groups to synthetic particles, exhibit spontaneous self-organized transitions between disordered and ordered collective states. These tran…

physics.bio-ph2024

Active Loop Extrusion guides DNA-Protein Condensation

Ryota Takaki, Yahor Savich, Jan Brugués +1

The spatial organization of DNA involves DNA loop extrusion and the formation of protein-DNA condensates. While the significance of each process is increasingly recognized, their i…

physics.bio-ph2016★ 54 cited

Model for probing membrane-cortex adhesion by micropipette aspiration and fluctuation spectroscopy

Ricard Alert, Jaume Casademunt, Jan Brugués +1

We propose a model for membrane-cortex adhesion which couples membrane deformations, hydrodynamics and kinetics of membrane-cortex ligands. In its simplest form, the model gives ex…

hep-th2006★ 104 cited

Newton-Hooke Algebras, Non-relativistic Branes and Generalized pp-wave Metrics

Jan Brugues, Joaquim Gomis, Kiyoshi Kamimura

The Newton-Hooke algebras in d dimensions are constructed as contractions of dS(AdS) algebras. Non-relativistic brane actions are WZ terms of these Newton-Hooke algebras. The NH al…

hep-th2004★ 17 cited

Non-perturbative states in type II superstring theory from classical spinning membranes

Jan Brugues, Joan Rojo, Jorge G. Russo

We find a new family of exact solutions in membrane theory, representing toroidal membranes spinning in several planes. They have energy square proportional to the sum of the diffe…

hep-th2004★ 91 cited

Non-relativistic strings and branes as non-linear realizations of Galilei groups

Jan Brugues, Thomas Curtright, Joaquim Gomis +1

We construct actions for non-relativistic strings and membranes purely as Wess-Zumino terms of the underlying Galilei groups.