“…Fluctuations, represented by temperature in classical models, are known to drive many phase transitions, and are of particular importance in biological systems [22][23][24][25]. Noise is known to drive the BKT transition, in which spontaneously generated topological defects break the order, in a 2-dimensional passive, dry nematic, shown analytically by renormalisation group analyses [13] and computationally for a lattice model with finite size scaling [26], and for a dry, freely moving, particle-based model for various length to width ratios [27,28].…”