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The morphing of geographical features by Fourier transformation. [PDF]
This paper presents a morphing model of vector geographical data based on Fourier transformation. This model involves three main steps. They are conversion from vector data to Fourier series, generation of intermediate function by combination of the two ...
Jingzhong Li +3 more
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A practical implementation of de-Pake-ing via weighted Fourier transformation [PDF]
We provide an NMRPipe macro to meet an increasing need in membrane biophysics for facile de-Pake-ing of axially symmetric deuterium, and to an extent phosphorous, static lineshapes.
Marc-Antoine Sani +4 more
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Application of two-bit dithered Discrete Fourier basis functions in electricity measurement [PDF]
The paper defines an algorithm for generating two-bit dithered discrete Fourier basis functions (DDFBF) used in a Stochastic Digital Discrete Fourier Transformation (SDDFT) processor.
Đorđević-Kozarov Jelena +4 more
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Flexible Structured Illumination Microscope based on DMD and Focus-tunable Lens [PDF]
In this investigation, we propose a flexible structured illumination microscope (FSIM) to eliminate mechanical moving parts for the phase shifts in the spatial pattern and longitudinal scanning of the specimen.
Hyo Bin Jeong, Ki-Nam Joo
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Transient sensitivity analysis aims to obtain the gradients of objective functions (circuit performance) with respect to design or variation parameters in a simulator, which can be widely used in yield analysis and circuit optimization, among others ...
Wenfei Hu +6 more
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Accurate, long time-series, high-resolution mapping of built-up land dynamics is essential for understanding urbanization and its environmental impacts.
Jinzhu Wang +2 more
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On-chip optical spatial-domain integrator based on Fourier optics and metasurface
Analog optical computing has been an innovation and research interest in last several years, thanks to the ultra-high speed (potential for real-time processing), ultra-low power consumption and capability of parallel processing.
Chen Chao, Qi Wei, Yu Yu, Zhang Xinliang
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On the Clifford-Fourier Transform [PDF]
For functions that take values in the Clifford algebra, we study the Clifford-Fourier transform on $R^m$ defined with a kernel function $K(x,y) := e^{\frac{i π}{2} Γ_{y}}e^{-i }$, replacing the kernel $e^{i }$ of the ordinary Fourier transform, where $Γ_{y} := - \sum_ ...
De Bie, Hendrik, Xu, Yuan
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Fractional Fourier Transform [PDF]
Chapter ...
Ozaktas, Haldun M. +2 more
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Quot schemes and Fourier-Mukai transformation
We consider several related examples of Fourier-Mukai transformations involving the quot scheme. A method of showing conservativity of these Fourier-Mukai transformations is described.
Biswas Indranil +3 more
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