Langevin dynamics in stochastic ray tracing: phase space selection and limitations for path variation
Abstract:
The main computationally extensive task of realistic computer graphics is the calculation of global illumination. The work investigates the speed of the convergence of lighting simulation using Monte Carlo integration based on the Langevin equation. The paper presents the second part of the work, which analyses the choice of the phase space, restrictions on the possible variations of light path, and the calculation of the probability density of the transition proposal. It is shown how these aspects affect convergence.
Keywords:
global illumination, stochastic ray tracing, Markov chain, Langevin equation
Publication language:russian, pages:15
Research direction:
Mathematical modelling in actual problems of science and technics
