Results 61 to 70 of about 1,943,358 (273)
The stochastic geometry of invasion percolation [PDF]
Communications in Mathematical Physics, 1985 Invasion percolation, a recently introduced stochastic growth model, is analyzed and compared to the critical behavior of standardd-dimensional Bernoulli percolation. Various functions which measure the distribution of values accepted into the dynamically growing invaded region are studied.
Chayes, J. T., Chayes, L., Newman, C. M.
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Image Analysis and Stereology, 2023 The main goal of this paper is to propose a method for the 3D morphological characterization of compact aggregates using 2D image analysis. The problem at hand is the 3D morphometric characterization of latex nanoparticle aggregates.
Leo Theodon +2 more
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Modeling, Analysis, and Optimization of Grant-Free NOMA in Massive MTC via Stochastic Geometry [PDF]
IEEE Internet of Things Journal, 2020 In the massive machine-type communications (mMTCs) scenario for Internet-of-Things (IoTs) applications, though a large number of devices are registered to an access point (AP), very few of them are active with uplink short packet transmission ...
Jiaqi Liu +4 more
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Indonesian Journal of Science and Mathematics Education, 2023 Jamik Sumenep Mosque, a heritage site of the Sumenep Kingdom, was built to emphasize the acculturation of Chinese, Islamic, and Madurese cultures. This ethnomathematics research aims to reveal and explore the fractal geometry forms in the gateway of ...
Muhammad Zia Alghar, Marhayati Marhayati
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Stochastic Modeling of Calcium in 3D Geometry [PDF]
Biophysical Journal, 2009 Release of inflammatory mediators by mast cells in type 1 immediate-hypersensitivity allergic reactions relies on antigen-dependent increases in cytosolic calcium. Here, we used a series of electron microscopy images to build a 3D reconstruction representing a slice through a rat tumor mast cell, which then served as a basis for stochastic modeling of ...
Tomas Mazel +4 more
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KV. Cohomology and some applications [PDF]
, 2020 Two versions of the KV-cohomology are presented and some algebraic and geometrical applications are given. We will see some applications to stochastic manifold. As a consequence, we can apply these ideas in Lorentzian geometry, in particular in
Ferdinand, Ngakeu
core
A tractable closed form approximation of the ergodic rate in Poisson cellular networks
EURASIP Journal on Wireless Communications and Networking, 2019 The employment of stochastic geometry for the analysis and design of ultra dense networks (UDNs) has provided significant insights into network densification.
Alexis I. Aravanis +4 more
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An Exploration Algorithm for Stochastic Simulators Driven by Energy Gradients
Entropy, 2017 In recent work, we have illustrated the construction of an exploration geometry on free energy surfaces: the adaptive computer-assisted discovery of an approximate low-dimensional manifold on which the effective dynamics of the system evolves ...
Anastasia S. Georgiou +5 more
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Stochastic Geometry Analysis of Large Intelligent Surface-Assisted Millimeter Wave Networks
IEEE Journal on Selected Areas in Communications, 2020 Reliable and efficient networks are the trend for next-generation wireless communications. Recent improved hardware technologies – known as Large Intelligent Surfaces (LISs) – have decreased the energy consumption of wireless networks, while ...
Yongxu Zhu, G. Zheng, Kai‐Kit Wong
semanticscholar +1 more source
Stochastic Geometry: Boolean model and random geometric graphs
ESAIM: Proceedings and Surveys, 2015 This paper collects the four contributions which were presented during the session devoted to Stochastic Geometry at the journées MAS 2014.
Calka Pierre +4 more
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