
This course in optical engineering covers topics such as geometric optics, refraction, image formation, aberrations, Gaussian beams, and interferometry.

Explore sign conventions for lenses and mirrors in this concise physics lecture, enhancing your understanding of optical systems and image formation.

Explore problem-solving techniques for electric field calculations, focusing on vector components and triangular configurations in electrostatics.

Explore fundamental principles of geometric optics, including reflection, refraction, lenses, and mirrors. Learn how light behaves and forms images in various optical systems.

Explore Metropolis Light Transport, an advanced rendering technique that outperforms Bidirectional Path Tracing in difficult scenes, offering optimal importance sampling and improved convergence for caustics.

Explore photorealistic rendering algorithms, their classifications, and expected behaviors. Learn about biased/unbiased and consistent/inconsistent methods in global illumination.

Explore path tracing and next event estimation techniques for solving the rendering equation, enhancing light source handling in computer graphics and 3D visualization.

Exploring the Holy Rendering Equation's properties, including its infinite dimensions and singularities, and discussing approaches to solve this complex problem in computer graphics.

Explore depth of field effects in rendering, f-stop mechanics, and advanced BRDF models for global illumination. Learn key techniques to enhance realism in computer graphics.

Explore the physics behind hard and soft shadows through shadow ray computation and Monte Carlo integration, enhancing your understanding of advanced rendering techniques.

Explore BRDF models and the rendering equation, fundamental concepts in computer graphics for characterizing material properties and simulating light transport in virtual environments.

Explore the fascinating interplay between light source shape and pinhole geometry in image projection.

Explore optical properties of conics, billiard reflections, and geometric consequences. Delve into classic results, Ivory's lemma, Poncelet Porism, and related theorems in projective geometry.