Always fair, constructive, and supportive.
Kyle Wright completed a Bachelor of Science with first class honours in Physics and Mathematics at the University of Otago in 2010. During his honours year, he was associated with the Atom and Molecular Optics Quantum Technologies (AMOQT) research group in the Department of Physics. His honours dissertation, titled 'Decay of a dark soliton in a warm Bose-Einstein condensate: a variational approach,' submitted in 2010, developed a variational method to model the decay of dark solitons in one-dimensional warm Bose-Einstein condensates. The research utilized a perturbation approach for the nonlinear Schrödinger equation perturbed by damping and stochastic noise to account for finite temperature effects in the stochastic Gross-Pitaevskii equation. Employing the Lagrangian formalism, Wright derived time-dependent equations of motion for soliton collective variables including depth, width, and velocity, incorporating non-conservative forces from the perturbations.
Subsequently, Kyle Wright pursued a PhD at the Australian National University. He held a postdoctoral associate position in the Mathematics Department at NYU Abu Dhabi, where his research centered on mathematical physics with emphasis on geometric and topological aspects of string theory and M-theory. Earlier, in 2008, he engaged in seminar activities at the University of Otago Department of Mathematics and Statistics, presenting on the formalism of quantum mechanics.
