%0 Generic %1 sellitto2019selective %A Sellitto, Mauro %D 2019 %K bootstrap critical-phenomena glasses percolation tree-graphs %T Selective Bootstrap Percolation %U http://arxiv.org/abs/1911.01674 %X A new class of bootstrap percolation models in which particle culling occurs only for certain numbers of nearest neighbours is introduced and studied on a Bethe lattice. Upon increasing the density of initial configuration they undergo multiple hybrid (or mixed-order) phase transitions, showing that such intriguing phase behaviours may also appear in fully homogeneous situations/environments, provided that culling is selective rather than cumulative. The idea immediately extends to facilitation dynamics, suggesting a simple way to construct one-component models of multiple glasses and glass-glass transitions as well as more general coarse-grained models of complex cooperative dynamics.

@misc{sellitto2019selective, abstract = {A new class of bootstrap percolation models in which particle culling occurs only for certain numbers of nearest neighbours is introduced and studied on a Bethe lattice. Upon increasing the density of initial configuration they undergo multiple hybrid (or mixed-order) phase transitions, showing that such intriguing phase behaviours may also appear in fully homogeneous situations/environments, provided that culling is selective rather than cumulative. The idea immediately extends to facilitation dynamics, suggesting a simple way to construct one-component models of multiple glasses and glass-glass transitions as well as more general coarse-grained models of complex cooperative dynamics.}, added-at = {2020-01-13T12:22:06.000+0100}, author = {Sellitto, Mauro}, biburl = {https://www.bibsonomy.org/bibtex/2c958a43c7e3ddce75d6045c7355ae2d5/nonancourt}, description = {Selective Bootstrap Percolation}, interhash = {6fa6f63f03a7113193f973635dcf576a}, intrahash = {c958a43c7e3ddce75d6045c7355ae2d5}, keywords = {bootstrap critical-phenomena glasses percolation tree-graphs}, note = {cite arxiv:1911.01674}, timestamp = {2020-01-13T12:22:06.000+0100}, title = {Selective Bootstrap Percolation}, url = {http://arxiv.org/abs/1911.01674}, year = 2019 }