PPT-Path Integral Methods for Light Transport Simulation

Theory amp Practice Jaroslav Křiváne k Charles University Prague Juan Cañada Next Limit Technologies Anton Kaplanya n KIT Iliyan Georgie v Light Transporttion Ltd. 1 The Path Integral So far the discussion of quantum gravity has focused almost entirely on perturbative scenarios where the gravitational coupling is assumed to be weak and the weak 64257eld expansion based on can be performed with some degree of re Then the standard simulation algorithm is 1 Generate 2 Estimate with 1 n where 3 Approximate 1001 con64257dence intervals are then given by 945 945 where is the usual estimate of Var based on Y One way to measure the quality of the estimator is Karlsruhe Institute of Technology, Germany. Path Space Regularization. . Framework. Motivation. Why Photon Mapping / Vertex Merging is useful?. . Caustics/reflected caustics. . Helps sampling difficult transport paths. δ. -perturbed infinite square well. Mary Madelynn Nayga and Jose Perico Esguerra. Theoretical Physics Group. National Institute of Physics. University of the Philippines Diliman. Outline. . January 6, 2014. Patti Frazer Lock Kari Lock Morgan. Cummings Professor of Mathematics Assistant Professor of the Practice. St. Lawrence University Duke University. AMATYC. November, 2012. The Lock. 5. Energy Code Compliance with Mass Wall Assemblies. Mass Wall Benefits. Providing Effective Thermal Storage. Dampening heating and cooling loads. Shifting peak loads to off-peak hours. Code Compliance Paths. Dr. Mahender Singh. Associate Professor in Physics. Post Graduate Govt. College Sector-11. Chandigarh. Interference. The term interference refers to phenomenon involving superposition of waves leading to a modification of their intensity in the region of superposition.. Simon Van Mierlo. simon.vanmierlo@uantwerpen.be. Hans Vangheluwe. hans.vangheluwe@uantwerpen.be. Complex Systems. Complexity: . timed. , . autonomous. , . reactive. (to. events. ) . behaviour. .. In contrast to . of the Path . Space . for . Efficient Light . Transport Simulation. Anton S. Kaplanyan. 1,2. and . Johannes Hanika. 1. . and Carsten Dachsbacher. 1. 1. Karlsruhe Institute . of . Technology, . 2. Lightrig. Jaroslav Křivánek. Charles University in Prague. http://cgg.mff.cuni.cz/~jaroslav/. Light transport. Geometric optics. emit. travel. absorb. scatter. 2. Jaroslav Křivánek - Path Integral Formulation of Light Transport. Theory & Practice. Jaroslav . Křiváne. k. Charles . University . Prague. Juan. Cañada. Next Limit Technologies. Anton . Kaplanya. n. KIT. Iliyan. . Georgie. v. Saarland University. INTRODUCTION. Patti Frazer Lock Kari Lock Morgan. Cummings Professor of Mathematics Assistant Professor of the Practice. St. Lawrence University Duke University. AMATYC. November, 2012. The Lock. 5. Tzu-Mao Li. 1. Jaakko Lehtinen. 2,3. Ravi Ramamoorthi. 4. Wenzel Jakob. 5. Frédo Durand. 1. 1. MIT CSAIL . 2. Aalto University . 3. NVIDIA. 4. UC San Diego . 5. ETH Zürich. Paper Seminar Presentation. Brian . Gu. Group 12. Mentors. Kevin Olds. . Professor Taylor. Masaru Ishii. Presentation Overview. Project . Review. Paper Selection. What and Why. Relevance. Paper Summary.