… The discontinuous jump in the bulk modulus B at the jamming … , the jamming transition
emerges as a kind of multicritical point … at jamming yields a faithful description of jamming and its …

… It is therefore natural to ask whether activity leads to anomalous scaling in jammed systems.
… jammed point. We show that active forces and thermal effects around the critical jammed …

… As a second remarkable feature of the model, we uncover multi-critical points, ie points where
two lines … Although multi-critical point are well-known in equilibrium statistical mechanics, a …

… The existence of multi-critical points is shown. Through nonlinear stability analysis, we
derived the mKdV equation to describe the traffic jam near the critical point and found the …

… for jamming and RP; the latter involves a term that increases as one moves away from the
jamming multicritical point. … We consider points approaching jamming and RP along the paths …

… By means of Monte Carlo simulations we study jamming and percolation processes upon …
this particular point in what seems to be an analogy with a multicritical point in thermodynamics…

… low-dimensional jamming and mean-field jamming by … , and excess packing fraction above
jamming Δφ. We demonstrate the … universal relations of the jamming transition. Background.—…

… Our starting point is based on a recently proposed scaling ansatz for the dynamical susceptibilities
near classical jamming and RP 36,37 . There has been a dearth of solvable models in …

… jamming and RP; the latter involves a term that increases as one moves away from the jamming
multicritical point. … We consider points approaching jamming and RP along the paths indi…

… in a multicritical jamming point J (red disk). Arrows denote paths approaching jamming and
… We approach the jamming point along paths of constant δpB/|δpRP|ϕ ≡ w. Real parts are …