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Image formation theory of optical coherence tomography with optical aberrations and its application to computational aberration correction. [PDF]
Makita S, Fukutake N, Zhu L, Yasuno Y.
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Dynamic community detection using class preserving time series generation with Fourier Markov diffusion. [PDF]
Ma Y, Qu D, Wang Y.
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Revealing tissue architecture through the hypercomplex Fourier analysis of spatial transcriptomics data. [PDF]
Frost HR.
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Mathematical Notes of the Academy of Sciences of the USSR, 1984
A Banach lattice E is called p-concave, \(1\leq ...
Novikov, I. Ya., Semenov, E. M.
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A Banach lattice E is called p-concave, \(1\leq ...
Novikov, I. Ya., Semenov, E. M.
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Acta Mathematica Hungarica, 2019
It is well known that if $${f \in L_{2}(0,1)}$$ is an arbitrary function ( $${{f(x) \nsim 0}, x \in [0,1]}$$
L. Gogoladze, V. Tsagareishvili
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It is well known that if $${f \in L_{2}(0,1)}$$ is an arbitrary function ( $${{f(x) \nsim 0}, x \in [0,1]}$$
L. Gogoladze, V. Tsagareishvili
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Mathematics of the USSR-Sbornik, 1981
Let be an orthonormal system of functions on the interval , and let the function . We investigate the question of the convergence or divergence (depending on the smoothness of the function ) of series of the form where or with .It is shown that in a certain sense, the assertions obtained are definitive for the Haar system.Bibliography: 14 titles.
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Let be an orthonormal system of functions on the interval , and let the function . We investigate the question of the convergence or divergence (depending on the smoothness of the function ) of series of the form where or with .It is shown that in a certain sense, the assertions obtained are definitive for the Haar system.Bibliography: 14 titles.
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