Spatial Descriptions, Rotation Matrices & Homogeneous TransformationsCS223A · Introduction to Robotics · Lec 2·Linear Algebra · Oussama Khatib · Stanford UniversityOussama KhatibStanford University—1:08:11
Proofs, Eigenvalues, and PageRankDesigning Information Devices and Systems I · Lec 5·Linear Algebra · Bernhard Boser & Gireeja Ranade · UC BerkeleyBernhard Boser&Gireeja RanadeUC Berkeley—1:25:00
Autonomous Linear Dynamical Systems in Electrical EngineeringIntroduction to Linear Dynamical Systems · Lec 10·Control & Dynamical Systems · Stephen Boyd · Stanford UniversityStephen BoydStanford University—1:11:42
Applications of Jordan Canonical Form in LDS and Electrical EngineeringIntroduction to Linear Dynamical Systems · Lec 14·Control & Dynamical Systems · Stephen Boyd · Stanford UniversityStephen BoydStanford University—1:17:43
Applications of Singular Value Decomposition in LDS and Electrical EngineeringIntroduction to Linear Dynamical Systems · Lec 17·Control & Dynamical Systems · Stephen Boyd · Stanford UniversityStephen BoydStanford University—1:16:52
Applications of SVD, Controllability, and State Transfer in Electrical EngineeringIntroduction to Linear Dynamical Systems · Lec 18·Control & Dynamical Systems · Stephen Boyd · Stanford UniversityStephen BoydStanford University—1:15:14
Controllability and State Transfer in Modern Electrical EngineeringIntroduction to Linear Dynamical Systems · Lec 19·Control & Dynamical Systems · Stephen Boyd · Stanford UniversityStephen BoydStanford University—1:10:30