Ernest Borel

Fourier Analysis: Decomposing A Waveform Into A Harmonic Series

Description: Please refer to the section BELOW (and NOT ABOVE) this line for the product details - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - Title:Fourier Analysis: Decomposing A Waveform Into A Harmonic Series ISBN13:9781523323913ISBN10:1523323914Author:Kisak, Edited by Paul F. (Author)Description:(This is a RePrint) - In Mathematics, Fourier Analysis Is The Study Of The Way General Functions May Be Represented Or Approximated By Sums Of Simpler Trigonometric Functions Fourier Analysis Grew From The Study Of Fourier Series, And Is Named After Joseph Fourier, Who Showed That Representing A Function As A Sum Of Trigonometric Functions Greatly Simplifies The Study Of Heat Transfer Today, The Subject Of Fourier Analysis Encompasses A Vast Spectrum Of Mathematics In The Sciences And Engineering, The Process Of Decomposing A Function Into Oscillatory Components Is Often Called A Fourier Transform, While The Operation Of Rebuilding The Function From These Pieces Is Known As Fourier Synthesis For Example, Determining What Component Frequencies Are Present In A Musical Note Would Involve Computing The Fourier Transform Of A Sampled Musical Note One Could Then Re-Synthesize The Same Sound By Including The Frequency Components As Revealed In The Fourier Analysis In Mathematics, The Term Fourier Analysis Often Refers To The Study Of Both Operations The Decomposition Process Itself Is Called A Fourier Transformation Its Output, The Fourier Transform, Is Often Given A More Specific Name, Which Depends Upon The Domain And Other Properties Of The Function Being Transformed Moreover, The Original Concept Of Fourier Analysis Has Been Extended Over Time To Apply To More And More Abstract And General Situations, And The General Field Is Often Known As Harmonic Analysis Each Transform Used For Analysis (See List Of Fourier-Related Transforms) Has A Corresponding Inverse Transform That Can Be Used For Synthesis This Book Discusses The History, Applications And Development Of Fourier Analysis And The Fourier Transform And Is Designed To Be A Reference And Provide An Overview Of The Topic And Give The Reader A Structured Knowledge To Familiarize Yourself With The Topic At The Most Affordable Price Possible The Accuracy And Knowledge Is Of An International Viewpoint As The Edited Articles Represent The Inputs Of Many Knowledgeable Individuals And Some Of The Most Current Knowledge On The Topic, Based On The Date Of Publication Binding:Paperback, PaperbackPublisher:Createspace Independent Publishing PlatformPublication Date:2016-01-08Weight:0.81 lbsDimensions:0.33'' H x 11.02'' L x 8.5'' WNumber of Pages:152Language:English

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Fourier Analysis:  Decomposing A Waveform Into A Harmonic Series

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Book Title: Fourier Analysis: Decomposing A Waveform Into A Harmonic Se...

Number of Pages: 152 Pages

Language: English

Publication Name: Fourier Analysis : Decomposing a Waveform Into a Harmonic Series

Publisher: CreateSpace

Item Height: 0.3 in

Publication Year: 2016

Subject: General

Item Weight: 16.4 Oz

Type: Textbook

Item Length: 11 in

Author: Edited by Paul F. Kisak

Subject Area: Mathematics

Item Width: 8.5 in

Format: Trade Paperback

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