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771 results

MIT OpenCourseWare
Spring 2020 Update from Dean Rajagopal

MIT Dean for Digital Learning Krishna Rajagopal shares how OpenCourseWare has been an important resource during the ...

6:14
Spring 2020 Update from Dean Rajagopal

14,250 views

5 years ago

MITK12Videos
What Is A Fractal (and what are they good for)?

Fractals are complex, never-ending patterns created by repeating mathematical equations. Yuliya, a undergrad in Math at MIT, ...

4:13
What Is A Fractal (and what are they good for)?

757,612 views

10 years ago

AbdulEcon
Slack Variables PLUS The Dual (Duality) Linear Programming: Introduction Part2

Slack Variables PLUS The Dual (Duality) Linear Programming: Introduction CORRECTION: if the primal has m variables and n ...

18:01
Slack Variables PLUS The Dual (Duality) Linear Programming: Introduction Part2

6,423 views

13 years ago

AbdulEcon
Homogeneous Productions Functions and Returns to Scale: Cobb Douglas Example

Homogeneous Productions Functions and Returns to Scale: Cobb Douglas Production Function Example.

10:35
Homogeneous Productions Functions and Returns to Scale: Cobb Douglas Example

23,953 views

13 years ago

MIT Center for Transportation & Logistics
SC0x 2017_2 Live Event 3A-MITx MicroMasters in SCM

Problems from Practice.

17:07
SC0x 2017_2 Live Event 3A-MITx MicroMasters in SCM

922 views

Streamed 8 years ago

IAS | PCMI Park City Mathematics Institute
4.2 Computational tools for number theorists | Andrew V. Sutherland, MIT

Abstract: In this lecture series I will survey a wide array of computational tools and platforms available to number theorists, ...

12:50
4.2 Computational tools for number theorists | Andrew V. Sutherland, MIT

39 views

3 years ago

mathapptician
1   Certifying infeasibility of a system of linear inequalities

Recall the following result from linear algebra: a system of linear equations Ax = b is inconsistent (that is, has no solution) if and ...

8:59
1 Certifying infeasibility of a system of linear inequalities

6,146 views

10 years ago

CodeEmporium
Support Vector Machines - THE MATH YOU  SHOULD KNOW

In this video, we are going to see exactly why SVMs are so versatile by getting into the math that powers it. If you like this video ...

11:21
Support Vector Machines - THE MATH YOU SHOULD KNOW

156,792 views

7 years ago

Mr ARUL SUJU D
Dynamic Programming : Solving Linear Programming Problem using Dynamic Programming Approach

Dynamic Programming : Solving Linear Programming Problem.

8:13
Dynamic Programming : Solving Linear Programming Problem using Dynamic Programming Approach

299,648 views

9 years ago

Business Calculus with Excel
Section 1-1 Linear Functions and Models

Some comments on section 1.1 Lines.

11:28
Section 1-1 Linear Functions and Models

341 views

4 years ago

R Consortium
Bootstrapping Multilevel Models in R using lmeresampler

This video is part of the virtual useR! 2021 conference. Find supplementary material on our website https://user2021.r-project.org/.

5:26
Bootstrapping Multilevel Models in R using lmeresampler

1,279 views

4 years ago

crowducate
1.1: MIT University How to Develop Breakthrough Products & Services Prof. Eric von Hippel

Visit http://crowducate.me/how-to-develop-breakthrough-products-and-services MIT 15.356 How to Develop Breakthrough ...

7:51
1.1: MIT University How to Develop Breakthrough Products & Services Prof. Eric von Hippel

551 views

11 years ago

DEFCONConference
DEF CON 26 - Andrea Marcelli - Looking for the perfect signature an automatic YARA rules

... evolutionary and linear programming algorithms. In this talk I will present YaYaGen (Yet Another YARA Rule Generator), a tool ...

18:53
DEF CON 26 - Andrea Marcelli - Looking for the perfect signature an automatic YARA rules

6,277 views

6 years ago

OpenMDAO
Types of solvers and when to use them

For nonlinear and linear systems there are various solvers that can converge your system. The best solver to use is highly ...

7:51
Types of solvers and when to use them

2,809 views

3 years ago

Michael Gubanov
Hybrid: Analytical Interactive Polystore Database System; Talk at MIT CSAIL; http://www.mgubanov.com

Analytical Interactive Polystore Database Engine merging Linear and Relational Algebra. Supports a variety of complex analytical ...

12:46
Hybrid: Analytical Interactive Polystore Database System; Talk at MIT CSAIL; http://www.mgubanov.com

710 views

9 years ago

Nick Space Cowboy
QR Decomposition by Givens Rotations - Linear Algebra

In this clip we discuss how to perform a QR decomposition via Givens Rotations, with example code in python. This is a clip from a ...

11:39
QR Decomposition by Givens Rotations - Linear Algebra

8,142 views

2 years ago

MLVU
MLVU: Lagrange multipliers

NOTE: To simplify the discussion of KKT multipliers, we assume that the constraint is active. To work this assumption into the ...

12:31
MLVU: Lagrange multipliers

2,105 views

4 years ago

Julius Pfrommer
1.3 Optimization Methods - Notation and Analysis Refresher

Optimization Methods for Machine Learning and Engineering (KIT Winter Term 20/21) Slides and errata are available here: ...

9:49
1.3 Optimization Methods - Notation and Analysis Refresher

9,426 views

5 years ago

Nick Space Cowboy
QR Decomposition by Householder Transformations - Linear Algebra

In this clip we discuss how to perform a QR decomposition via Householder Transformations/Reflections, with example code in ...

11:45
QR Decomposition by Householder Transformations - Linear Algebra

13,266 views

2 years ago

mathapptician
4   Integral polyhedra

A rational polyhedron p is said to be integral if p equals the integer of p here the red polyhedron is not integral because its integral ...

5:27
4 Integral polyhedra

589 views

10 years ago