Thermalization and light cones in a model with weak integrability breaking

(2016)

Authors:

Bruno Bertini, Fabian HL Essler, Stefan Groha, Neil J Robinson

Non-Fermi glasses: fractionalizing electrons at finite energy density

(2016)

Authors:

SA Parameswaran, Sarang Gopalakrishnan

Contingency, convergence and hyper-astronomical numbers in biological evolution.

Studies in history and philosophy of biological and biomedical sciences 58 (2016) 107-116

Abstract:

Counterfactual questions such as "what would happen if you re-run the tape of life?" turn on the nature of the landscape of biological possibilities. Since the number of potential sequences that store genetic information grows exponentially with length, genetic possibility spaces can be so unimaginably vast that commentators frequently reach of hyper-astronomical metaphors that compare their size to that of the universe. Re-run the tape of life and the likelihood of encountering the same sequences in such hyper-astronomically large spaces is infinitesimally small, suggesting that evolutionary outcomes are highly contingent. On the other hand, the wide-spread occurrence of evolutionary convergence implies that similar phenotypes can be found again with relative ease. How can this be? Part of the solution to this conundrum must lie in the manner that genotypes map to phenotypes. By studying simple genotype-phenotype maps, where the counterfactual space of all possible phenotypes can be enumerated, it is shown that strong bias in the arrival of variation may explain why certain phenotypes are (repeatedly) observed in nature, while others never appear. This biased variation provides a non-selective cause for certain types of convergence. It illustrates how the role of randomness and contingency may differ significantly between genetic and phenotype spaces.

Strong zero modes and eigenstate phase transitions in the XYZ/interacting Majorana chain

Journal of Physics A: Mathematical and Theoretical 49:30 (2016) 30LT01-30LT01

Defect-mediated morphologies in growing cell colonies

Physical Review Letters American Physical Society 117:4 (2016) 048102

Authors:

Amin Doostmohammadi, Sumesh P Thampi, Julia Yeomans

Abstract:

Morphological trends in growing colonies of living cells are at the core of physiological and evolutionary processes. Using active gel equations, which include cell division, we show that shape changes during the growth can be regulated by the dynamics of topological defects in the orientation of cells. The friction between the dividing cells and underlying substrate drives anisotropic colony shapes toward more isotropic morphologies, by mediating the number density and velocity of topological defects. We show that the defects interact with the interface at a specific interaction range, set by the vorticity length scale of flows within the colony, and that the cells predominantly reorient parallel to the interface due to division-induced active stresses.