6:38
(A) Dozen - Choreographed to 'Series for Joseph Fourier'
(A) Dozen - Choreographed to 'Series for Joseph Fourier'
A collaboration between choreographer Claire Westby and composer Albert Behar. (A) Dozen was conceived as part of the Composer/Choreographer initiative between the Tisch Department of Dance and the Steinhardt Department of Music. Dancers: Brighid Greene, Michael Laskaris, Samuel Swanton, Zach Thomas Violinist: Kate Dreyfuss Lighting: Amanda Clegg-Lyon
8:44
Fourier Analysis Part 1
Fourier Analysis Part 1
Joseph Fourier developed a method for modeling any function with a combination of sine and cosine functions.
6:17
Series for Joseph Fourier
Series for Joseph Fourier
Written by Albert Behar Performed by Kate Dreyfuss
22:05
Fourier Analysis Part 2
Fourier Analysis Part 2
Joseph Fourier developed a method for modeling any function with a combination of sine and cosine functions.
5:42
Fourier Analysis Part 3
Fourier Analysis Part 3
Joseph Fourier developed a method for modeling any function with a combination of sine and cosine functions.
7:14
Fourier Analysis Part 4
Fourier Analysis Part 4
Joseph Fourier developed a method for modeling any function with a combination of sine and cosine functions.
7:29
Fourier Transformation
Fourier Transformation
Fourier TransformationAlmost every audio amateur, who is not even a math expert, has definitely heard about the so-called Fourier transformation, FFT, DFT, etc. This transformation is the basis of spectrum analysis which forms one of the fundamental aspects of sound equalizing and synthesis. Fourier transformation is a highly mathematical phenomenon. Thus not everybody who at least once was interested in its essence could grasp it completely.We shall try to explain the essence of the method in a simple and understandable way without delving into a complicated integral calculus.DNA duplex, solar activity cycles, and complex electronic signals can be mathematically rendered as a number of wave curves. This idea forms the basis of a powerful analytical instrument called Fourier transformation. The first person to reveal this method to the world was a French mathematician Jean Baptiste Joseph Fourier. Thus the transformation was called after his name.Fourier transformation happens every time when we hear a sound. Our ear does automatic calculation. Our conscious mind can do it only after several years of math studies. Our hearing organ provides transformation rendering the sound as oscillatory motion of particles of elastic medium. The motion propagates in the form of waves in gaseous, fluid, or solid environment. It propagates in the form of a spectrum of successive volume values for tones of various pitches. Our brain transforms this information into a perceived sound.A <b>...</b>
13:25
Fourier Analysis Example 2 - Part 1
Fourier Analysis Example 2 - Part 1
Joseph Fourier developed a method for modeling any function with a combination of sine and cosine functions. This tutorial will utilize Fourier Analysis to model a non-periodic function.
0:50
The PAPA Project: Professor Philippe Sarrazin, University Joseph Fourier (French)
The PAPA Project: Professor Philippe Sarrazin, University Joseph Fourier (French)
0:45
The History of Fourier
The History of Fourier
Dave Deggeller as Jean Baptiste Joseph Fourier, famed mathematician extraordinaire.
4:54
Fourier Analysis Recap
Fourier Analysis Recap
Joseph Fourier developed a method for modeling any function with a combination of sine and cosine functions.
7:26
Fourier Analysis (and guitar jammin') - Sixty Symbols
Fourier Analysis (and guitar jammin') - Sixty Symbols
A physics professor uses an electric guitar (and wah pedal!) to explain the workings of waves. More at www.sixtysymbols.com
60:04
Lecture 37 - Fourier Transforms
Lecture 37 - Fourier Transforms
Numerical Methods and Programing by PBSunil Kumar, Dept of physics, IIT Madras
10:46
Fourier Analysis 1: Definition of the Fourier Series
Fourier Analysis 1: Definition of the Fourier Series
We begin our study on the work of Joseph Fourier (1768-1830) with the definition of the Fourier Series - a way of expressing functions as infinite sums or integrals or trigonometry functions. Please check out www.gaussianmath.com for a deeper look into this or other mathematics topics.
52:57
Lecture 2 | The Fourier Transforms and its Applications
Lecture 2 | The Fourier Transforms and its Applications
Lecture by Professor Brad Osgood for the Electrical Engineering course, The Fourier Transforms and its Applications (EE 261). Professor Osgood's lecture addresses the question- How can we use such simple functions, sin(t) and cos(t) to model such periodic phenomenon? He takes the students through the first steps in analyzing general periodic phenomenon. The Fourier transform is a tool for solving physical problems. In this course the emphasis is on relating the theoretical principles to solving practical engineering and science problems. Complete Playlist for the Course: www.youtube.com EE 261 at Stanford University: eeclass.stanford.edu Stanford University: www.stanford.edu Stanford University Channel on YouTube www.youtube.com
52:07
Lecture 4 | The Fourier Transforms and its Applications
Lecture 4 | The Fourier Transforms and its Applications
Lecture by Professor Brad Osgood for the Electrical Engineering course, The Fourier Transforms and its Applications (EE 261). Professor Osgood wraps up the theoretical aspects of the Fourier Series, an application to heat flow. The Fourier transform is a tool for solving physical problems. In this course the emphasis is on relating the theoretical principles to solving practical engineering and science problems. Complete Playlist for the Course: www.youtube.com EE 261 at Stanford University: eeclass.stanford.edu Stanford University: www.stanford.edu Stanford University Channel on YouTube www.youtube.com