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Intrinsic chirp component decomposition by using Fourier Series representation
Signal Processing, 2017Shiqian Chen +4 more
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Approximation by Θ-Means of Walsh–Fourier Series
, 2018I. Blahota, K. Nagy
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Integrated photodetectors for compact Fourier-transform waveguide spectrometers
Nature Photonics, 2022Matthias J Grotevent, Sergii V Yakunin
exaly
2014
Fourier Series are a powerful tool in Applied Mathematics; indeed, their importance is twofold since Fourier Series are used to represent both periodic real functions as well as solutions admitted by linear partial differential equations with assigned initial and boundary conditions.
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Fourier Series are a powerful tool in Applied Mathematics; indeed, their importance is twofold since Fourier Series are used to represent both periodic real functions as well as solutions admitted by linear partial differential equations with assigned initial and boundary conditions.
openaire +2 more sources
Fourier Series, Fourier Transform and Their Applications to Mathematical Physics
, 2017V. Serov
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Combined Estimator Fourier Series and Spline Truncated in Multivariable Nonparametric Regression
, 2015I. W. Sudiarsa +3 more
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Wide-field, high-resolution Fourier ptychographic microscopy
Nature Photonics, 2013Guoan Zheng +2 more
exaly