MATLAB, Statistics, and Linear Regression
MATLAB is a powerful software package for matrix manipulation. Itâ€™s a very useful language not only for this class, but for a variety of scientific applications, and is used widely thoughout industry. Just as when you have a hammer, everything looks like a nail, so when you have MATLAB, everything looks like a matrix. You may learn to approach this Zen-like state by the end of the class.
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Introduction to the Line Integral
Introduction to the Line Integral. The instructor uses computer software for demonstration. The screen is dark with small writing, so the viewer may want to open the screen to 'full screen'. The instructorÂ is clear and easy to understand.
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6.079 Introduction to Convex Optimization (MIT)
This course aims to give students the tools and training to recognize convex optimization problems that arise in scientific and engineering applications, presenting the basic theory, and concentrating on modeling aspects and results that are useful in applications. Topics include convex sets, convex functions, optimization problems, least-squares, linear and quadratic programs, semidefinite programming, optimality conditions, and duality theory. Applications to signal processing, control, machin
Author(s): Boyd, Stephen,Parrilo, Pablo

 Information on biogas and compost provided by arge kompost & biogas, Austria

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 Information on biogas and compost provided by arge kompost & biogas, Austria

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Introduction: What is New Media?
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Author(s): Teemu

Video Production: Project: Introduction
A project is the best way to learn! Work with this crew to see what they did, and it will help you to create your own video without making some of the usual mistakes and maybe even help you add a few special features.Â  Run time 07:08
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Introduction to Pitch Systems in Tonal Music Part 1: Basic concepts
This presentation defines basic terms and compares the range of audible sound to the visual spectrum. The fundamental principles of sound waves are illustrated and the simplified waves (sine waves) used throughout the series are explained.
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Introduction to Pitch Systems in Tonal Music Part 2: The Octave and Just Intervals
This presentation explains the octave, a 2:1 ratio of frequencies, and octave equivalence, the core concept in tonal systems. An oscilloscope is used to visualize various musical ratios including the perfect fifth and perfect fourth. The connection is made between musical intervals and simple whole number ratios.
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Introduction to Pitch Systems in Tonal Music Part 2: The Octave and Just Intervals
This presentation explains the octave, a 2:1 ratio of frequencies, and octave equivalence, the core concept in tonal systems. An oscilloscope is used to visualize various musical ratios including the perfect fifth and perfect fourth. The connection is made between musical intervals and simple whole number ratios.
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Probability Introduction
This is an introduction to probability.  Probability is the chance of something happening.  An example on probability is shown using the weather forecast for the week.  The fraction answer is turned to a percent.

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Introduction to Two Finger Math - Multiplication Strategy Part 1 of 2
Introduction to Jakow Trachtenberg's math method called the Two Finger Method (2FM).Â  This strategy helps to gain control over numbers and also boostsÂ  concentration and memory. Â The instructor show the 4 rules of 2FM. Slide show with insert movie of the presenter. Â Interesting strategy. (10:00)

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6.01 Introduction to Electrical Engineering and Computer Science I (MIT)
6.01 explores fundamental ideas in electrical engineering and computer science, in the context of working with mobile robots. Key engineering principles, such as abstraction and modularity, are applied in the design of computer programs, electronic circuits, discrete-time controllers, and noisy and/or uncertain systems.

Lecture 27: Introduction to Graphs - Richard Buckland UNSW
A fish, that cannot dance a minuet, is contemptible. Sound patchy until 2:30
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Introduction to Economic Analysis
This book presents standard intermediate microeconomics material and some material that, in the authors' view, ought to be standard but is not. Introductory economics material is integrated. Standard mathematical tools, including calculus, are used throughout. The book easily serves as an intermediate microeconomics text, and can be used for a relatively sophisticated undergraduate who has not taken a basic university course in economics. Podcast also available
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SP.401 Introduction to Women's and Gender Studies (MIT)
An interdisciplinary subject that draws on literature, history, psychology, philosophy, anthropology, and feminist theory to examine our cultural assumptions about gender, trace the effects of new scholarship on traditional disciplines, and increase awareness of the history and experience of women as half the world's population. From the course home page: Course Description This course is designed as an introduction to the interdisciplinary field of Women's and Gender Studies, an academic are
Author(s): Surkan, Kim

Electronic Statistics Textbook
This Electronic Statistics Textbook offers training in the understanding and application of statistics. The material was developed at the StatSoft R&D department based on many years of teaching undergraduate and graduate statistics courses and covers a wide variety of applications, including laboratory research (biomedical, agricultural, etc.), business statistics and forecasting, social science statistics and survey research, data mining, engineering and quality control applications, and many o
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How People Learn: Introduction to Learning Theory
A thirty minute video about several teachers and how they encourage learning in their classroom. A lot of talking and a few glimpses of the classroom. This is part of a series. The subject matter is mainly elementary and middle school level.
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Statistics for Laboratory Scientists I
This course introduces the basic concepts and methods of statistics with applications in the experimental biological sciences.
Author(s): Karl Broman

Introduction to Computer Science: Programming Paradigms
Advanced memory management features of C and C++; the differences between imperative and object-oriented paradigms. The functional paradigm (using LISP) and concurrent programming (using C and C++). Brief survey of other modern languages such as Python, Objective C, and C#.
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