Results 11 to 20 of about 1,903,872 (261)
Deconvolution of calcium imaging data using marked point processes. [PDF]
PLoS Computational Biology, 2020 Calcium imaging has been widely used for measuring spiking activities of neurons. When using calcium imaging, we need to extract summarized information from the raw movie beforehand.
Ryohei Shibue, Fumiyasu Komaki
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Determinantal Point Processes for Image Processing [PDF]
SIAM Journal on Imaging Sciences, 2021 zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Launay, Claire +2 more
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Point Processes in a Metric Space and Their Applications
Mathematics, 2022 Point processes are important in extreme value theory due to their equivalent formulations of two popular models in various applications: the block maxima models and the peak-over-threshold model.
Yuwei Zhao
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Further results on why a point process is effective for estimating correlation between brain regions
Papers in Physics, 2020 Signals from brain functional magnetic resonance imaging (fMRI) can be efficiently represented by a sparse spatiotemporal point process, according to a recently introduced heuristic signal processing scheme.
I. Cifre +4 more
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Rain process models and convergence to point processes [PDF]
Nonlinear Processes in Geophysics, 2023 A variety of stochastic models have been used to describe time series of precipitation or rainfall. Since many of these stochastic models are simplistic, it is desirable to develop connections between the stochastic models and the underlying physics of ...
S. Hottovy, S. N. Stechmann
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Exponential Inequality of Marked Point Processes
Mathematics, 2023 This paper presents the uniform concentration inequality for the stochastic integral of marked point processes. We developed a new chaining method to obtain the results.
Chen Li, Yuping Song
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Point-shift foliation of a point process
Electronic Journal of Probability, 2018 A point-shift $F$ maps each point of a point process $Φ$ to some point of $Φ$. For all translation invariant point-shifts $F$, the $F$-foliation of $Φ$ is a partition of the support of $Φ$ which is the discrete analogue of the stable manifold of $F$ on $Φ$.
Baccelli, Francois +1 more
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Revealing Spectrum Features of Stochastic Neuron Spike Trains
Mathematics, 2020 Power spectra of spike trains reveal important properties of neuronal behavior. They exhibit several peaks, whose shape and position depend on applied stimuli and intrinsic biophysical properties, such as input current density and channel noise.
Simone Orcioni +3 more
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On the Superposition of Point Processes
Journal of the Royal Statistical Society Series B: Statistical Methodology, 1968 Summary Given point processes N1, …, Nm their superposition is the point process N defined by N(t) = N1(t) + … + Nm(t), t ≥ 0. An equivalent description of the system (N1, …, Nm) is by the process (Xn, Tn) where the Tn are the points of N, and Xn = k if and only if Tn is a point of Nk.
Cinlar, E., Agnew, R. A.
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Realizability of Point Processes [PDF]
Journal of Statistical Physics, 2007 31 pages, 1 figure, gzipped tar file; Changes in Appendix A : comment about a improved cluster expansion by Fernandez et al.; result about non realizability of the bump ...
Kuna T., Lebowitz J. L., Speer E. R.
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