本の詳細
形式
ペーパーバック
言語
英語
公開されました
Jan 1, 2000
出版社
PN
説明
In this work, Bryan Singer delves into the intricate world of automated formula generation, specifically focusing on its applications in Fast Fourier Transforms (FFT). The exploration presents a blend of advanced algorithms and performance learning approaches, aimed at optimizing the computational efficiency of FFT processes. Singer's insights strive to bridge the gap between theoretical mathematics and practical programming challenges.
Singer articulates complex concepts with clarity, guiding readers through the methodologies used in developing automated systems for formula application. Through detailed analyses and illustrative examples, he emphasizes the importance of performance learning in refining existing formulas to adapt to diverse computational environments and demands.
The book caters to a broad audience, from mathematicians and computer scientists to industry professionals seeking to enhance their FFT capabilities. With its mixture of practical applications and theoretical underpinnings, the narrative offers a comprehensive resource for anyone interested in the evolving landscape of computational mathematics.
Singer articulates complex concepts with clarity, guiding readers through the methodologies used in developing automated systems for formula application. Through detailed analyses and illustrative examples, he emphasizes the importance of performance learning in refining existing formulas to adapt to diverse computational environments and demands.
The book caters to a broad audience, from mathematicians and computer scientists to industry professionals seeking to enhance their FFT capabilities. With its mixture of practical applications and theoretical underpinnings, the narrative offers a comprehensive resource for anyone interested in the evolving landscape of computational mathematics.