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White-Noise Analysis of Neuron Circuitry
1988White-noise analysis performed on the catfish retinal neurons has revealed that: 1) the modulation responses of horizontal and bipolar cells are linearly related to the input modulation; 2) a primordial second-order nonlinearity is generated by a class of amacrine cells, type-C cells; 3) the second-order nonlinearity observed in the other type of ...
Ken-Ichi Naka, Hiroko M. Sakai
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General Theory of White Noise Analysis
2000White noise analysis was initiated by T. Hida in 1975. This is an infinite dimensional stochastic analysis, the basic idea of which is to view Wiener functionals as functionals of white noise. More precisely, let Ω denote the space of all continuous functions f on ∝, null at 0, equipped with the topology of uniform convergence on bounded sets.
Zhi-yuan Huang, Jia-an Yan
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White-noise analysis in retinal physiology
Neuroscience Research Supplements, 1986M, Sakuranaga, Y, Ando, K, Naka
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An Introduction to White Noise Analysis
1994The Gaussian white noise measure μ (on the Borel algebra over cylinder sets of real, tempered distributions ω ∈ S * (R d )) is conveniently described by its characteristic function: $$C(f) = E({e^{i }}) = \int\limits_{S*} {d\mu [\omega ]{e^{i }}} = {e^{ - \tfrac{1}{2}\int {{f^{2(t)dt}}} }},f \in S({R^d})$$ (1.1)
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Ecology and impacts of white-nose syndrome on bats
Nature Reviews Microbiology, 2021Joseph R Hoyt +2 more
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White adipocyte dysfunction and obesity-associated pathologies in humans
Nature Reviews Molecular Cell Biology, 2023Kirsty L Spalding
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Cancer statistics for African American/Black People 2022
Ca-A Cancer Journal for Clinicians, 2022Angela Giaquinto +2 more
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ANALYSIS OF STABLE WHITE NOISE FUNCTIONALS
Mathematical Analysis of Random Phenomena, 2007YUH-JIA LEE, HSIN-HUNG SHIH
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