Reviews
The key point seems to be whether one periodic thing can be easily calculated from another periodic thing.
It was easy to read because it was explained in comic form, and the supplementary text explanations interspersed throughout allowed me to read and understand with focus. I plan to read it again.
I studied Fourier series in my major, but I found them difficult to approach, so I plan to take this opportunity to buy and read this book.
It explains Fourier analysis, transforms, and the orthogonality of functions step by step, starting from the very basics.
Michio Shibuya: Fourier Analysis Made Easy with Comics
A reference book that borrows the name of Fourier analysis! This book uses the minimum necessary formulas without proofs. Rather than memorizing formulas, it presents new methods and perspectives obtained by utilizing them. The Fourier transform derives new concepts from a little basic mathematical knowledge! The fun of understanding concepts cannot be compared to memorizing formulas. This book covers Fourier analysis, which has a wide range of applications, through the lens of 'sound.' You will be able to make new discoveries by analyzing various types of sounds on your own. Fun Fourier analysis! While books on Fourier analysis can easily become filled with formulas if not handled carefully, this book avoids that structure, approaches readers easily through comics, and presents Fourier analysis through an entertaining story.
Korean title: 만화로 쉽게 배우는 푸리에 해석
Korean author: 시부야 미치오
Korean publisher: 성안당
ISBN-13: 9788931588217
Reviews
The key point seems to be whether one periodic thing can be easily calculated from another periodic thing.
It was easy to read because it was explained in comic form, and the supplementary text explanations interspersed throughout allowed me to read and understand with focus. I plan to read it again.
I studied Fourier series in my major, but I found them difficult to approach, so I plan to take this opportunity to buy and read this book.
It explains Fourier analysis, transforms, and the orthogonality of functions step by step, starting from the very basics.
