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Detection of rolling leukocytes by marked point processes
Journal of Electronic Imaging, 2007The marked point process (MPP) provides a useful and theoretically well-established tool for integrating spatial information into the image analysis process. We consider the problem of detecting rolling leukocytes within intravital microscopy images. A first stage of the detection method reduces the detection to a set of points, each one representing a
Gang Dong, Scott T. Acton
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Journal of Applied Probability, 1977
Two examples for marked point processes are discussed and some characteristic parameters of these models are calculated. Both examples are in some way modifications of the counter models which are well known and treated in several textbooks.
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Two examples for marked point processes are discussed and some characteristic parameters of these models are calculated. Both examples are in some way modifications of the counter models which are well known and treated in several textbooks.
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Stationary Marked Point Processes
1987A counting measure on R is a measure m on (R, B) such that $$ {\text{m}}\left( {\text{C}} \right) \in \{ 0,{\text{1}},{\text{ }}.{\text{ }}.{\text{ }}.\infty \} {\text{ for all C}} \in {\text{B}}, $$ (i) $$ {\text{m }} < \left( {\left[ {{\text{a}},{\text{b}}} \right]} \right){\text{ }} < {\text{ }}\infty {\text{ for all a}},{\text{ b ...
François Baccelli, Pierre Brémaud
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Subsampling Marked Point Processes
1999In this chapter, we assume that {X(t), t ∈ ℝ d } is a homogeneous random field in d dimensions, with d ∈ ℤ+; that is, X(t), t ∈ ℝ d } is a collection of random variables X(t) taking values in an arbitrary state space S, and indexed by the continuous variable t ∈ ℝ d . However, for reasons to be apparent shortly, the probability law of the random field {
Dimitris N. Politis +2 more
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Quasi-likelihood analysis for marked point processes and application to marked Hawkes processes
Statistical Inference for Stochastic Processes, 2021Simon Clinet
exaly
Modeling Marked Point Processes via Bivariate Mixture Transition Distribution Models
Journal of the American Statistical Association, 2006Mohamed Yusuf Hassan, Keh-Shin Lii
exaly
On soft and hard particle motions for stochastic marked point processes
Journal of Statistical Computation and Simulation, 2007C Comas, J Mateu
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Reconstruction of network structures from marked point processes using multi-dimensional scaling
Physica A: Statistical Mechanics and Its Applications, 2014Hiroki Hashiguchi +2 more
exaly
Marked point processes for enhancing seismic fault patterns
Journal of Applied Geophysics, 2015Tamás Szirányi +2 more
exaly

