期刊簡介預計審稿時間： 較慢,6-12周

The Journal of Fourier Analysis and Applications will publish results in Fourier analysis, as well as applicable mathematics having a significant Fourier analytic component. Appropriate manuscripts at the highest research level will be accepted for publication. Because of the extensive, intricate, and fundamental relationship between Fourier analysis and so many other subjects, selected and readable surveys will also be published. These surveys will include historical articles, research tutorials, and expositions of specific topics.

TheJournal of Fourier Analysis and Applications will provide a perspective and means for centralizing and disseminating new information from the vantage point of Fourier analysis. The breadth of Fourier analysis and diversity of its applicability require that each paper should contain a clear and motivated introduction, which is accessible to all of our readers.

Areas of applications include the following:

antenna theory * crystallography * fast algorithms * Gabor theory and applications * image processing * number theory * optics * partial differential equations * prediction theory * radar applications * sampling theory * spectral estimation * speech processing * stochastic processes * time-frequency analysis * time series * tomography * turbulence * uncertainty principles * wavelet theory and applications

《傅里葉分析與應用》雜志將發(fā)表傅里葉分析以及具有重要傅里葉分析成分的適用數(shù)學的成果。最高研究水平的適當手稿將被接受出版。由于傅里葉分析與許多其他學科之間存在廣泛、復雜和根本的關系，因此還將發(fā)表精選的可讀調(diào)查。這些調(diào)查將包括歷史文章、研究教程和特定主題的闡述。

《傅里葉分析與應用》雜志將從傅里葉分析的角度提供集中和傳播新信息的視角和方法。傅里葉分析的廣度和其適用性的多樣性要求每篇論文都應包含清晰且有動機的介紹，以便所有讀者都能理解。

應用領域包括：

天線理論 * 晶體學 * 快速算法 * Gabor 理論及應用 * 圖像處理 * 數(shù)論 * 光學 * 偏微分方程 * 預測理論 * 雷達應用 * 采樣理論 * 譜估計 * 語音處理 * 隨機過程 * 時頻分析 * 時間序列 * 斷層掃描 * 湍流 * 不確定性原理 * 小波理論及應用

《Journal Of Fourier Analysis And Applications》(傅里葉分析與應用雜志)編輯部通訊方式為BIRKHAUSER BOSTON INC, 675 MASSACHUSETTS AVE, CAMBRIDGE, USA, MA, 02139。如果您需要協(xié)助投稿或潤稿服務，您可以咨詢我們的客服老師。我們專注于期刊咨詢服務十年，熟悉發(fā)表政策，可為您提供一對一投稿指導，避免您在投稿時頻繁碰壁，節(jié)省您的寶貴時間，有效提升發(fā)表機率，確保SCI檢索（檢索不了全額退款）。我們視信譽為生命，多方面確保文章安全保密，在任何情況下都不會泄露您的個人信息或稿件內(nèi)容。