Introduction To MATLAB Programming - Lecture 4: Plotting

Tue, 02 Apr 2013 07:08:45 GMT

Description: This video lecture demonstrates how to manipulate the style, axes, and position of plots in MATLAB and how to create multiple subplots. Instructor: Yossi Farjoun

Introduction To MATLAB Programming - Lecture 3: Using Files

Tue, 02 Apr 2013 07:07:41 GMT

Description: This video lecture demonstrates how to create code in the editor and save it in a file to be used as a function or script. Examples include a script for the Fibonacci sequence and a function that converts Fahrenheit to Celsius. Instructor: Yossi Farjoun

Introduction To MATLAB Programming - Lecture 5: Scripts and Functions

Tue, 02 Apr 2013 07:07:36 GMT

Description: This video lecture demonstrates the concept of scope by example of a recursive function that produces the Fibonacci sequence. Instructor: Yossi Farjoun

Introduction To MATLAB Programming - Lecture 6: Debugging

Tue, 02 Apr 2013 07:07:35 GMT

Description: This video demonstrates how to use MATLAB's built-in debugger to track variables, values, and function returns. Instructor: Yossi Farjoun

Introduction To MATLAB Programming - Lecture 1: Using MATLAB for the First Time

Tue, 02 Apr 2013 07:07:34 GMT

Description: This video lecture introduces the MATLAB interface, how to carry out basic mathematical operations involving both numbers and variables, and how to use the help files to learn more about MATLAB's built-in functions. Instructor: Yossi Farjoun

Introduction To MATLAB Programming - Lecture 2: The Command Prompt

Tue, 02 Apr 2013 07:07:34 GMT

Description: This video lecture continues to explore MATLAB's command prompt and function library, as well as provides an introduction to plotting and creating for and while loops. Instructor: Yossi Farjoun

Small is Mighty: the Square-Cube Law

Tue, 26 Mar 2013 17:31:21 GMT

Why is the ant mightier than an elephant?

OrigaMIT: MIT's Origami Club

Fri, 15 Mar 2013 07:06:20 GMT

OrigaMIT is MIT's original origami club, which exists to promote, practice and teach origami folding, analysis and design.

Nozomi Ando's Personal Story

Mon, 25 Feb 2013 18:31:28 GMT

Nozomi, a self-described artist and comic book lover, describes how her training to become a scientist was akin to that of a ninja.

Take a Ride on the Centrifuge

Thu, 21 Feb 2013 18:31:20 GMT

This video uses Man-Vehicle Lab's human centrifuge to discuss centripetal force and countermeasures for astronaut bone and muscle loss in space.

Simon Donaldson Lecture

Thu, 14 Feb 2013 18:30:45 GMT

Recorded Feb. 6, 2013.

Simon Donaldson Lecture

Tue, 12 Feb 2013 08:06:14 GMT

Recorded Feb. 5, 2013.

Rational versus Irrational Numbers

Fri, 18 Jan 2013 08:05:05 GMT

The scope of this video lesson consists in studying the sets of Rational and Irrational numbers. The main objectives for the students are: 1) Learning how to distinguish between a rational number and an irrational number; Learning about the existence of 2 infinities: the “countable infinity” for sets of Rational numbers and the “uncountable infinity” for the set of irrational numbers; and 3) Learning to use straightforward and advanced tools from Mathematics to reach goals (1) and (2).

6.042 class from 12/11/12

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6.042 class from 12/6/12

Tue, 18 Dec 2012 21:30:16 GMT

Fun With Fractals

Wed, 12 Dec 2012 08:06:49 GMT

6.042 class from 11/29/12

Tue, 11 Dec 2012 08:05:57 GMT

6.042 class from 10/24/12

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6.042 class from 10/25/12

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6.042 class from 10/30/12

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6.042 class from 11/15/12

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6.042 class from 11/20/12

Sat, 01 Dec 2012 08:05:31 GMT

6.042 class from 11/27/12

Sat, 01 Dec 2012 08:05:31 GMT

6.042 class from 11/5/12

Sat, 01 Dec 2012 08:05:31 GMT

6.042 class from 11/6/12

Sat, 01 Dec 2012 08:05:31 GMT

6.042 class from 11/8/12

Sat, 01 Dec 2012 08:05:31 GMT

6.042 class from 10/11/12

Tue, 06 Nov 2012 21:30:13 GMT

6.042 class from 10/18/12

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6.042 class from 9/13/12

Tue, 06 Nov 2012 21:30:13 GMT

6.042 class from 9/18/12

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6.042 class from 9/20/12

Tue, 06 Nov 2012 21:30:13 GMT

6.042 class from 9/25/12

Tue, 06 Nov 2012 21:30:13 GMT

6.042 class from 9/27/12

Tue, 06 Nov 2012 21:30:13 GMT

6.042 class from 9/6/12

Tue, 06 Nov 2012 21:30:13 GMT

6.402 class from 10/2/12

Tue, 06 Nov 2012 21:30:13 GMT

6.402 class from 10/4/12

Tue, 06 Nov 2012 21:30:13 GMT

Math Prize for Girls 2012 Awards Ceremony - 2011 Math Prize Olympiad Medalists

Fri, 05 Oct 2012 07:05:36 GMT

Announcer: Dr. Mary O'Keefe

Math Prize for Girls 2012 Awards Ceremony - Introductory Remarks

Fri, 05 Oct 2012 07:05:36 GMT

Math Prize for Girls 2012 Awards Ceremony - Keynote Lecture

Fri, 05 Oct 2012 07:05:36 GMT

Dr. Esther Duflo

Math Prize for Girls 2012 Awards Ceremony - Panel Discussion

Fri, 05 Oct 2012 07:05:36 GMT

Math Prize for Girls 2012 Awards Ceremony - Presentation of Honorable Mention Awards

Fri, 05 Oct 2012 07:05:36 GMT

Math Prize for Girls 2012 Awards Ceremony - Tiebreaker Round and Presentation of Top Ten Awards

Fri, 05 Oct 2012 07:05:36 GMT

Announcer: Dr. Ravi Boppana

Math Prize for Girls 2012 Awards Ceremony - Welcome

Fri, 05 Oct 2012 07:05:36 GMT

Emcee: Lauren Frank

Emcee: Nacole Palmer

Advances in Architectural Geometry - MIT

Wed, 03 Oct 2012 07:05:28 GMT

The MIT Center for Art, Science & Technology (CAST) and the MIT Department of Architecture co-sponsored a video that was featured at the "Advances in Architectural Geometry" symposium at the Centre Pompidou in Paris from September 27-30, 2012.

Architectural geometry is an emerging field using geometrical principles to approach current design challenges with a renewed mathematical rigor. As part of a presentation on the most advanced and challenging research in the field, the video spotlights the groundbreaking technologies, materials, and processes produced at MIT. Curated by Skylar Tibbits.

Exhibited work and comments by: Material: John Fernandez Associate Professor, Building Technology Faculty, Department of Architecture Principal and Founder of LFArc and Urban Metabolism Group Scale: Skylar Tibbits Lecturer, Design Faculty, Department of Architecture, MIT Principal and Founder of SJET LLC Prototype: William O'Brien Jr. Assistant Professor, Department of Architecture Principal, William O'Brien Jr. LLC Movement: Joel Lamere Assistant Professor, Design Faculty, Department of Architecture, MIT Principal and Founder of GLD Modules: Nader Tehrani Department Chair, Department of Architecture, MIT Principal and Founder of NADAA Interaction: Meejin Yoon Associate Professor, Design, Faculty, Department of Architecture, MIT Principal and Founder of Howeler + Yoon/MY Studio Innovation: Sheila Kennedy Professor of Practice, Design Faculty, Department of Architecture, MIT Principal and Founder of Kennedy & Violich, www.kvarch.net Digital: Mark Goulthorpe Associate Professor, Design, Faculty, Department of Architecture, MIT Principal and Founder of dECOi Architects, HypoSurface Corp and Zero+

1. What is your aim in teaching this class?

Fri, 07 Sep 2012 20:30:26 GMT

MIT Audio and Speaker Electronics, Spring 2007
View the complete course: http://ocw.mit.edu/high-school/courses/audio-and-speaker-electronics/
Instructor: Michael Price

License: Creative Commons BY-NC-SA
More information at http://ocw.mit.edu/terms
More courses at http://ocw.mit.edu

2. What is it about building speakers that appeals to you?

Fri, 07 Sep 2012 20:30:26 GMT

3. Tell us what happens during a typical class day.

Fri, 07 Sep 2012 20:30:26 GMT

4. Tell us about your pedagogical methods: How do you go about teaching the course?

Fri, 07 Sep 2012 20:30:26 GMT

8. Why do you like teaching this course for MIT's High School Studies program?

Fri, 07 Sep 2012 20:30:26 GMT

5. What would you like students to take away from this course?

Fri, 07 Sep 2012 20:30:25 GMT

6. How/when did you become interested in Mathematics?

Fri, 07 Sep 2012 20:30:25 GMT

7. How did your high school experience inspire you to build speakers?

Fri, 07 Sep 2012 20:30:25 GMT

Max flows in O(nm) time - James B. Orlin, MIT Sloan

Tue, 21 Aug 2012 20:30:14 GMT

James B. Orlin
The Edward Pennell Brooks Professor of Operations Research

Read more: http://jorlin.scripts.mit.edu/

Transposes, Permutations, Vector Spaces

Tue, 14 Aug 2012 07:07:33 GMT

Cramer's Rule, Inverse Matrix and Volume

Tue, 14 Aug 2012 07:07:32 GMT

Determinant Formulas and Cofactors

Tue, 14 Aug 2012 07:07:32 GMT

The Geometry of Linear Equations

Tue, 14 Aug 2012 07:07:32 GMT

Differential Equations and exp(At)

Tue, 14 Aug 2012 07:07:31 GMT

Exam 2 Review

Tue, 14 Aug 2012 07:07:31 GMT

The role of U.S. airports in disease epidemics

Fri, 20 Jul 2012 20:41:40 GMT

Researchers at MIT are using a new mathematical model to better understand how contagious diseases are spread by air travel.

The Wave Equation Under Galilean Transformation

Mon, 02 Apr 2012 17:30:10 GMT

Abiy Tasissa teaches "The Wave Equation Under Galilean Transformation."

Read more about the Experimental Study Group: http://esg.mit.edu/

Lecture 4: Introduction to Line Integrals

Tue, 13 Mar 2012 07:03:32 GMT

Video Description: There is more than one type of integral in multivariable calculus. In this lesson, Herb Gross defines and discusses line integrals. He reviews integration with respect to a curve (line) as distinguished from an integral as an area computation (double integrals). Instructor/speaker: Prof. Herbert Gross

Lecture 2: The Fundamental Theorem

Tue, 13 Mar 2012 07:03:31 GMT

Video Description: Herb Gross illustrates the equivalence of the Fundamental Theorem of the Calculus of one variable to the Fundamental Theorem of Calculus for several variables. Topics include: The anti-derivative and the value of a definite integral; Iterated integrals. Instructor/speaker: Prof. Herbert Gross

Lecture 5: Maxima and Minima in Several Variables

Tue, 13 Mar 2012 07:03:31 GMT

Video Description: With our knowledge of matrix algebra to help, Herb Gross teaches how to find the local maxima and minima of functions of several real variables. Instructor/speaker: Prof. Herbert Gross

Lecture 3: Directional Derivatives

Tue, 13 Mar 2012 07:03:30 GMT

Video Description: Herb Gross defines the directional derivative and demonstrates how to calculate it, emphasizing the importance of this topic in the study of Calculus of Several Variables. He also covers the definition of a gradient vector. Instructor/speaker: Prof. Herbert Gross

Lecture 4: Inverting More General Systems of Equations

Tue, 13 Mar 2012 07:03:30 GMT

Video Description: Herb Gross demonstrates how to invert systems of non-linear equations. Instructor/speaker: Prof. Herbert Gross

Lecture 6: Exact Differentials

Tue, 13 Mar 2012 07:03:30 GMT

Video Description: Herb Gross explains the necessary and sufficient condition for an expression of the form Mdx + Ndy to be an exact differential. Instructor/speaker: Prof. Herbert Gross

Lecture 4: Vectors in Polar Coordinates

Tue, 13 Mar 2012 07:03:29 GMT

Video Description: Herb Gross describes vectors and polar coordinates. Topics include: Motion in the plane; Velocity and acceleration of polar coordinates. Instructor/speaker: Prof. Herbert Gross

Lecture 6: Equations of Lines & Planes

Tue, 13 Mar 2012 07:03:29 GMT

Video Description: Herb Gross discusses the topic of equations of lines and planes in 3-dimensional space. Topics include: The normal vector to a plane; Parallel planes; Equation of a plane; Equation of a line in space. Instructor/speaker: Prof. Herbert Gross

Lecture 1: Linearity Revisited

Tue, 13 Mar 2012 07:03:28 GMT

Video Description: Herb Gross considers linearity in spaces of dimension greater than 2, including a discussion of local linearity. Instructor/speaker: Prof. Herbert Gross

Lecture 2: The "Game" of Matrices

Tue, 13 Mar 2012 07:03:28 GMT

Video Description: Herb Gross describes the "game" of matrices — the rules of matrix arithmetic and algebra. He also covers non-singularity and the inverse of a matrix. Instructor/speaker: Prof. Herbert Gross

Lecture 4: The Chain Rule

Tue, 13 Mar 2012 07:03:27 GMT

Video Description: Herb Gross shows examples of the chain rule for several variables and develops a proof of the chain rule. He also explains how the chain rule works with higher order partial derivatives and mixed partial derivatives. Instructor/speaker: Prof. Herbert Gross

Lecture 5: Integrals Involving Parameters

Tue, 13 Mar 2012 07:03:27 GMT

Video Description: Herb Gross show how the chain rule is involved in finding some integrals involving parameters. He computes the derivatives of integrals with constant limits, as well as derivatives of integrals with variable limits of integration (chain rule). Instructor/speaker: Prof. Herbert Gross

Lecture 2: "Arrow" Arithmetic

Tue, 13 Mar 2012 07:03:26 GMT

Video Description: Herb Gross reviews the definition of vectors — objects that have magnitude, direction, and sense. He also defines equality of vectors, their components, and rules of arithmetic. Vector arithmetic shares many structural properties with scalar arithmetic including a zero and additive inverse. This video also covers the multiplication of a vector times a scalar. Instructor/speaker: Prof. Herbert Gross

Lecture 3: Three-Dimensional Vectors

Tue, 13 Mar 2012 07:03:26 GMT

Video Description: Herb Gross introduces 3-dimensional vectors — those with 3 othogonal components (x, y, z directions). This video also covers 3-dimensional magnitude and arithmetic in Cartesian coordinates (not polar coordinates). Prof. Gross also explains how 3-dimensional vectors are structurally the same as 2-dimensional vectors. Instructor/speaker: Prof. Herbert Gross

Lecture 5: Green's Theorem

Tue, 13 Mar 2012 07:03:26 GMT

Video Description: Herb Gross discusses Green's Theorem: The relationship between line integrals and double integrals over a region in 2-space. Instructor/speaker: Prof. Herbert Gross

Lecture 1: Double Multiple Sums

Tue, 13 Mar 2012 07:03:25 GMT

Video Description: Herb Gross teaches us how to calculate infinite double (multiple) sums (for topics in calculus of several variables). This topic is analogous to the use of infinite sums in calculus of a single variable. Instructor/speaker: Prof. Herbert Gross

Lecture 3: Multiple Integration and the Jacobian

Tue, 13 Mar 2012 07:03:25 GMT

Video Description: Herb Gross illustrates how the Jacobian arises when changing coordinates in order to calculate a double integral. Instructor/speaker: Prof. Herbert Gross

Lecture 1: Vector Functions of a Scalar Variable

Tue, 13 Mar 2012 07:03:24 GMT

Video Description: Herb Gross introduces the topic of vector functions of scalar variables and explains why the result is a vector (since the inputs are scalars). He then reviews limits (definition and related theorems) and presents the topic of differentiation of limits of vector functions. Finally, Prof. Gross then provides an example using velocity and acceleration as a demonstration of vector calculus in real life. Instructor/speaker: Prof. Herbert Gross

Lecture 3: Inverting a Matrix

Tue, 13 Mar 2012 07:03:24 GMT

Video Description: Herb Gross illustrates how to invert a square matrix and its relevance to Calculus of Several Variables. Instructor/speaker: Prof. Herbert Gross

Lecture 3: Polar Coordinates

Tue, 13 Mar 2012 07:03:24 GMT

Video Description: Herb Gross defines and demonstrates the use of polar coordinates. He describes the non-uniqueness of polar coordinates and how to calculate the slope of a curve, which depends on the angle the curve makes with the radius vector. Finally, he computes the area (in terms of polar coordinates) of the region between two rays. Instructor/speaker: Prof. Herbert Gross

Lecture 1: n-Dimensional Vector Spaces

Tue, 13 Mar 2012 07:03:23 GMT

Video Description: Herb Gross describes n-dimensional vector spaces, relating definitions to the concept of a mathematical structure. Also covered: n-tuples in n-dimensional space; Structure of n-dimensional vector spaces; Definition of distance between two n-tuples; Limits of real-valued functions of several real variables. Instructor/speaker: Prof. Herbert Gross

Lecture 2: Calculus of Several Variables

Tue, 13 Mar 2012 07:03:23 GMT

Video Description: Herb Gross introduces us to the traditional Calculus of Several Variables. He defines and explains the properties of partial derivatives and shows how to draw a graph of a function of several variables. He finds the normal vector (using the cross product) and the tangent plane at a point in terms of partial derivatives. Finally, Prof. Gross shows the change of a function w in the tangent plane as an approximation to the differential of w. Instructor/speaker: Prof. Herbert Gross

Lecture 2: Tangential & Normal Vectors

Tue, 13 Mar 2012 07:03:22 GMT

Video Description: Herb Gross explains how a vector is tangent to a curve at a point as a function of arc length. Likewise, he explains how a vector is normal to a curve as a function of the derivative of the tangent with regard to arc length and curvature. Prof. Gross presents an example tracking the velocity and acceleration of a particle moving along a curve. Finally, he discusses similar issues and examples for 3-dimensional curves (binormal). Instructor/speaker: Prof. Herbert Gross

Lecture 4: The Dot Product

Tue, 13 Mar 2012 07:03:22 GMT

Video Description: Herb Gross motivates the definition of the dot product: Work = Force x Distance. He also shows how to calculate the dot product of two vectors in 3-space. Other topics include projections, directional cosines, and the arithmetic structure of the dot product. Instructor/speaker: Prof. Herbert Gross

Lecture 5: The Cross Product

Tue, 13 Mar 2012 07:03:22 GMT

Video Description: Herb Gross defines the arithmetic structure of the cross product of two vectors. He then provides an interpretation of the magnitude of cross product as area. He concludes with a brief look at determinants. Instructor/speaker: Prof. Herbert Gross

Lecture 1: The "Game" of Mathematics

Tue, 13 Mar 2012 07:03:21 GMT

Video Description: Herb Gross introduces Calculus Revisited II — Functions of Several Variables — and discusses the over-arching theme "The Game of Mathematics". A game has objectives, rules, and definitions as well as strategies (logical plans) for meeting the objectives of the game. A mathematical structure is identical with the objective being to model real-world experience. Instructor/speaker: Prof. Herbert Gross

18.085: Course Introduction

Thu, 08 Mar 2012 08:03:37 GMT

Prof. Gilbert Strang gives an overview of 18.085 Computational Science and Engineering I, Fall 2008.

6.042: Lecture 22 — Expectation I

Thu, 08 Mar 2012 08:03:37 GMT

Covers expected value as it relates to random variables, discussing coin games, network latency, and the hat check problem.

6.042: Lecture 17 — Counting Rules II

Thu, 08 Mar 2012 08:03:36 GMT

Covers computing cardinality of sets with inclusion–exclusion, the bookkeeper rule, the subset rule, and poker hands with applications to probability and counting.

6.042: Lecture 19 — Conditional Probability

Thu, 08 Mar 2012 08:03:36 GMT

Covers conditional probability and its applications to examples including medical testing, gambling, and court cases.

6.042: Lecture 16 — Counting Rules I

Thu, 08 Mar 2012 08:03:35 GMT

Introduces and defines relationships between sets and covers how they are used to reason about counting.

6.042: Lecture 6 — Graph Theory and Coloring

Thu, 08 Mar 2012 08:03:35 GMT

Description: An introduction to graph theory basics and intuition with applications to scheduling, coloring, and even sexual promiscuity.

Speaker: Tom Leighton

6.042 teaches Discrete Mathematics oriented toward Computer Science and Engineering

6.042: Lecture 23 — Expectation II

Thu, 08 Mar 2012 08:03:34 GMT

Continues exploring expectation

6.042: Lecture 24 — Large Deviations

Thu, 08 Mar 2012 08:03:34 GMT

Covers large deviation.

6.042: Lecture 15 — Linear Recurrences

Thu, 08 Mar 2012 08:03:33 GMT

Covers the mechanics of solving general linear recurrences as well as applications to the graduate student job problem and Fibonacci modeling of populations.

6.042: Lecture 18 — Probability Introduction

Thu, 08 Mar 2012 08:03:33 GMT

Gives an overview of probability, including basic definitions, the Monty Hall problem, and strange dice games

6.042: Lecture 10 — Graph Theory III

Thu, 08 Mar 2012 08:03:32 GMT

Builds upon previous lectures to cover additional graph classifications and criteria

6.042: Lecture 2 — Induction

Thu, 08 Mar 2012 08:03:32 GMT

An introduction to proof techniques, covering proof by contradiction and induction, with an emphasis on the inductive techniques used in proof by induction

6.042: Lecture 4 — Number Theory I

Thu, 08 Mar 2012 08:03:32 GMT

Explores the basics of number theory with state machines, linear combinations, and algorithms for computation with integers.

Recent Videos tagged 'Mathematics' on MIT Video

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Advances in Architectural Geometry - MIT

1. What is your aim in teaching this class?

2. What is it about building speakers that appeals to you?

3. Tell us what happens during a typical class day.

4. Tell us about your pedagogical methods: How do you go about teaching the course?

8. Why do you like teaching this course for MIT's High School Studies program?

5. What would you like students to take away from this course?

6. How/when did you become interested in Mathematics?

7. How did your high school experience inspire you to build speakers?

Max flows in O(nm) time - James B. Orlin, MIT Sloan

Transposes, Permutations, Vector Spaces

Cramer's Rule, Inverse Matrix and Volume

Determinant Formulas and Cofactors

The Geometry of Linear Equations

Differential Equations and exp(At)

Exam 2 Review

The role of U.S. airports in disease epidemics

The Wave Equation Under Galilean Transformation

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Lecture 4: Inverting More General Systems of Equations

Lecture 6: Exact Differentials

Lecture 4: Vectors in Polar Coordinates

Lecture 6: Equations of Lines & Planes

Lecture 1: Linearity Revisited

Lecture 2: The "Game" of Matrices

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