Stochastic differential equations driven by fractional Brownian motion and Poisson point process [PDF]
In this paper, we study a class of stochastic differential equations with additive noise that contains a fractional Brownian motion (fBM) and a Poisson point process of class (QL).
L. Bai, Jin Ma
semanticscholar +1 more source
Correction note: Poisson point process models solve the “pseudo-absence problem” for presence-only data in ecology [PDF]
Presence-only data, point locations where a species has beenrecorded as being present, are often used in modeling the distribu-tion of a species as a function of a set of explanatory variables—whether to map species occurrence, to understand its ...
D. Warton, L. Shepherd
semanticscholar +1 more source
Inhomogeneous Spatial Point Process Models for Species Distribution Analysis: A Systematic Review
This study aims to systematically review the application of inhomogeneous spatial point process models (ISPPMs) for species distribution analysis. The review focused on (i) the trend in the use of ISPPMs, (ii) the general characteristics of the studies ...
Judie Armel Bourobou Bourobou +2 more
doaj
Performance analysis of satellite and terrestrial spectrum‐shared networks with directional antenna
Recently, to make the best use of limited and precious spectrum resources, spectrum sharing between satellite and cellular networks has received much interest.
Jeong Seon Yeom +4 more
doaj +1 more source
Energy Efficiency Analysis in Heterogeneous Networks: A Stochastic Geometry Perspective
In this paper, we present the energy efficiency (EE) analysis of a multi-tier cellular network, where intra- and inter-tier dependence in the base station (BS) locations are captured via point processes, i.e., three variants of hard-core point processes (
Mine Ardanuc +4 more
doaj +1 more source
Marked poisson point process PHD filter for DOA tracking
In this paper we propose a Track Before Detect (TBD) filter for Direction Of Arrival (DOA) tracking of multiple targets from phased-array observations.
A. Saucan +3 more
semanticscholar +1 more source
A short proof of Gevrey regularity for homogenized coefficients of the Poisson point process
In this short note we capitalize on and complete our previous results on the regularity of the homogenized coefficients for Bernoulli perturbations by addressing the case of the Poisson point process, for which the crucial uniform local finiteness ...
Duerinckx, Mitia, Gloria, Antoine
doaj +1 more source
Freezing and Decorated Poisson Point Processes [PDF]
The limiting extremal processes of the branching Brownian motion (BBM), the two-speed BBM, and the branching random walk are known to be randomly shifted decorated Poisson point processes (SDPPP). In the proofs of those results, the Laplace functional of the limiting extremal process is shown to satisfy $L[θ_y f]=g(y-τ_f)$ for any nonzero, nonnegative,
Subag, Eliran, Zeitouni, Ofer
openaire +2 more sources
Poisson process approximation under stabilization and Palm coupling [PDF]
. — We present new Poisson process approximation results for stabilizing functionals of Poisson and binomial point processes. These functionals are allowed to have an unbounded range of interaction and encompass many examples in stochastic geometry.
O. Bobrowski +2 more
semanticscholar +1 more source
This paper focuses on a comprehensive framework design and performance analysis for a large-scale hotspot communication scenario where there exist large number of clustered pico base stations (P-BSs) and femto BSs (F-BSs) working on millimeter-Wave (mm ...
Xiangdong Jia, Pengshan Ji, Yuwan Chen
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