State Space, Part 4: What is LQR control?
Check out the other videos in the series: Part 1 - The state space equations: https://youtu.be/hpeKrMG-WP0 Part 2 - Pole placement: ...
MATLAB
Viscosity solutions approach to variational problems - Daniela De Silva
Women and Mathematics: Colloquium Topic: Viscosity solutions approach to variational problems Speaker: Daniela De Silva Affiliation: Columbia University ...
Institute for Advanced Study
Complete Statistical Theory of Learning (Vladimir Vapnik) | MIT Deep Learning Series
Lecture by Vladimir Vapnik in January 2020, part of the MIT Deep Learning Lecture Series. Slides: http://bit.ly/2ORVofC Associated podcast conversation: ...
Lex Fridman
State Space, Part 1: Introduction to State-Space Equations
Let's introduce the state-space equations, the model representation of choice for modern control. This video is the first in a series on MIMO control and will ...
MATLAB
The Laplacian Matrices of Graphs: Algorithms and Applications
The Laplacian matrices of graphs arise in many fields, including Machine Learning, Computer Vision, Optimization, Computational Science, and of course ...
uwaterloo
Nonuniqueness of weak solutions to the Navier-Stokes equation - Tristan Buckmaster
Analysis Seminar Topic: Nonuniqueness of weak solutions to the Navier-Stokes equation Speaker: Tristan Buckmaster Affiliation: Princeton University Date: ...
Institute for Advanced Study
Why Learn Control Theory
Get the map of control theory: https://www.redbubble.com/shop/ap/55089837 Download eBook on the fundamentals of control theory (in progress): ...
Brian Douglas
Sieve methods: what are they, and what are they good for? - James Maynard
Analysis Seminar Topic: Sieve methods: what are they, and what are they good for? Speaker: James Maynard Affiliation: Member, School of Mathematics Date: ...
Institute for Advanced Study
Intro to Control - 11.3 PID Control Example
We implement PID control to stabilize an unstable plant system. We go through how to pick PID coefficients if we want the poles of the closed-loop system to all ...
katkimshow
The Deep Learning - Applied Math Connection
Deep learning (DL) is causing revolutions in computer perception, signal restoration/reconstruction, signal synthesis, natural language understanding, and ...
Society for Industrial and Applied Mathematics
Intro to solving differential equations in Julia
On February 6 (10AM PST/1 PM EST/19:00 CET) Chris Rackauckas gave an introductory tutorial on solving differential equations in Julia. This tutorial targets ...
The Julia Programming Language
Christopher Sims, Information Theory in Economics
Christopher Sims, Harold H. Helm '20 Professor of Economics and Banking at Princeton University, discusses the application of information theory to economics.
Nokia Bell Labs
Applications of String Theory (1 of 3) - Steven Gubser
Steven Gubser Princeton University June 16, 2014 More videos on http://video.ias.edu.
Institute for Advanced Study
Rethinking Statistical Learning Theory: Learning Using Statistical Invariants
Vladimir Vapnik ECE Seminar on Modern Artificial Intelligence.
NYU Tandon School of Engineering
Vladimir Vapnik: Statistical Learning | Lex Fridman Podcast #5
Lex Fridman
Laplace Transform Examples
This video describes important properties of the Laplace transform and gives some examples. @eigensteve on Twitter Brunton Website: eigensteve.com Book ...
Steve Brunton
Can the Navier-Stokes Equations Blow Up in Finite Time? | Prof. Terence Tao
18.03.15 | The Annual Albert Einstein Memorial Lecture The Israel Academy of Sciences and Humanities, Jabotinsky 43, Jerusalem Prof. Terence Tao, Fields ...
The Israel Academy of Sciences and Humanities
Mixing for nonlinear PDEs, perturbed by bounded random forces - I
Speaker: Sergei KUKSIN (Universite' Paris-Diderot, France) School and Workshop on Mixing and Control | (smr 3324) 2019_09_16-09_30-smr3324.mp4.
ICTP Mathematics
Math for Game Programmers: Mixing Geodetic, Hand-crafted and Procedural Geometry
In this 2015 talk, Applied Research Associates, Inc.'s Graham Rhodes discusses innovative new techniques for producing geometry for video games. Register ...
GDC
ME565 Lecture 6: Inverse Laplace Transform and the Bromwich Integral
ME565 Lecture 1 Engineering Mathematics at the University of Washington Inverse Laplace Transform and the Bromwich Integral Notes: ...
Steve Brunton
Mod-10 Lec-20 Dynamic Programming
Optimal Control, Guidance and Estimation by Dr. Radhakant Padhi, Department of Aerospace Engineering, IISc Bangalore. For more details on NPTEL visit ...
nptelhrd
Nonlinear Dynamics: Introduction to Nonlinear Dynamics
These are videos from the Nonlinear Dynamics course offered on Complexity Explorer (complexity explorer.org) taught by Prof. Liz Bradley. These videos ...
Complexity Explorer
100% of Students FAILED!? Noone was Able to Pass this Analysis 2 Exam!
Wanna send me your hard exams? Here you go: piequals3@papaflammy.engineer Hard Exam Playlist: ...
Flammable Maths
Introduction to Optimization and Optimal Control using the software packages CasADi and ACADO
Adriaen Verheyleweghen and Christoph Backi Virtual Simulation Lab seminar series http://www.virtualsimlab.com.
Virtual Simulation Lab
Anima Anandkumar (CalTech): "Infusing Physics and Structure into Machine Learning"
May 31, 2019.
MIT Institute for Data, Systems, and Society
Modelling Simulation and Control of a Quadcopter - MATLAB and Simulink Video
Free MATLAB Trial: https://goo.gl/yXuXnS Request a Quote: https://goo.gl/wNKDSg Contact Us: https://goo.gl/RjJAkE This session reviews how engineering and ...
MATLAB
John Tsitsiklis -- Reinforcement Learning
John Tsitsiklis, Clarence J Lebel Professor of Electrical Engineering and Computer Science & Director of Laboratory for Information and Decision Systems ...
MIT Institute for Data, Systems, and Society
Dynamic Optimization Modeling in CasADi
We introduce CasADi, an open-source numerical optimization framework for C++, Python, MATLAB and Octave. Of special interest are optimization problems ...
APMonitor.com
Stochastic representation of bounded solution to a heat equation - Part 2
NPTEL-NOC IITM
Alberto Bemporad | Embedded Model Predictive Control
Recent Advances in Embedded Model Predictive Control Model Predictive Control (MPC) is one of the most successful techniques adopted in industry to control ...
University of Michigan Engineering
Model Predictive Control in MATLAB and Python
This exercise involves the simulation of a Boeing 747 airplane at a cruising altitude of 40000 ft. In this application1, a model of the process is desired to relate the ...
APMonitor.com
JuliaCon 2020 | Keynote: Scientific Machine Learning | Prof Karen Willcox
The Julia Programming Language
Fifty Years of the Spectral Theory of Schrodinger Operators - B. Simon - 2/24/2019
caltech
Model Predictive Control in Python
Linear MPC is implemented on a nonlinear system (Continuously Stirred Tank Reactor). The MPC application is defined in Python to track a temperature set ...
APMonitor.com
Applications of analysis to fractional differential equations
I show how to apply theorems from analysis to fractional differential equations. The ideas feature the Arzela-Ascoli theorem and Weierstrass' approximation ...
Dr Chris Tisdell
Math for Game Programmers: Harmonic Functions and Mean-Value
In this 2017 GDC talk, Gaslamp Games' Nicholas Vining discusses two useful parameterizations for procedural geometry, with applications in mesh ...
GDC
Feedback Control Theory: Architectures and Tools for Real-Time Decision Making II
Richard Murray, Caltech Real-Time Decision Making Boot Camp https://simons.berkeley.edu/talks/murray-control-2.
Simons Institute
Truth About Food | David L Katz, MD
The position of the Medical Executive Committee of SUNY Downstate Medical Center, as recommended by the Committee and Plant-based Health and Nutrition, ...
Downstate TV
Walter B. Rudin: "Set Theory: An Offspring of Analysis"
Prof. Walter B. Rudin presents the lecture, "Set Theory: An Offspring of Analysis." Prof. Jay Beder introduces Prof. Dattatraya J. Patil who introduces Prof. Walter ...
UW-Milwaukee Department of Mathematical Sciences
What is a Lipschitz condition?
This is a basic introduction to Lipschitz conditions within the context of differential equations. Lipschitz conditions are connected with `"contractive mappings'", ...
Dr Chris Tisdell
Dynamic Programming Toolbox for MATLAB and Python
A benchmark problem from dynamic programming is solved with a dynamic optimization method in MATLAB and Python. The reactor converts compound A to ...
APMonitor.com
When do fractional differential equations have solutions bounded by the Mittag-Leffler function?
When do fractional differential equations have solutions bounded by the Mittag Leffler function? New research into this question!
Dr Chris Tisdell
