Event Details
Título: Construction of Heat Kernels by Lie Symmetry Group Methods
Conferenciante: Faruk Güngör (Istanbul Technical University)
Resumen:
Linear parabolic PDEs in 1+1-dimension, in particular Fokker-Planck equations, arise in diverse areas such as diffusion processes, stochastic (Markov) processes, Brownian motion, probability theory, financial mathematics, population genetics, quantum chaos and others. The efficiency of Lie symmetry methods for constructing fundamental solutions (heat kernels) will be shown by way of examples. A new criteria for transformability to canonical forms with four- and six- dimensional finite symmetry groups will be presented. 2+1-dimensional problems will also be discussed.
25 de octubre de 2016, 13:00, Seminario 1ª planta IEMath-GR
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