Empirical Study of Surface Deterioration Analysis Based on Random Fields for Reinforced Concrete Structures in Marine Environment. [PDF]
Yi G, Ye X, Li Q.
europepmc +1 more source
The geodesic dispersion phenomenon in random field dynamics: probing the shape of time
Gaussian random fields (GRFs) provide a fundamental framework for modeling stochastic spatial phenomena with broad applications in physics and related fields.
Alexandre L M Levada
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The expected behaviour of random fields in high dimensions: contradictions in the results of Bansal and Peterson []. [PDF]
Davenport S, Nichols TE.
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Influence of Corrosion Degradation on the Dynamic Response of Steel Plates
Corrosion, particularly in marine and offshore environments, often leads to material loss and surface irregularities that compromise structural integrity. Traditional non-destructive testing methods, such as ultrasonic thickness measurements, are limited
Zima Beata +3 more
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Segmentation of multicorrelated images with copula models and conditionally random fields. [PDF]
Lapuyade-Lahorgue J, Ruan S.
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Polar Functions for Anisotropic Gaussian Random Fields
Let X be an (N, d)-anisotropic Gaussian random field. Under some general conditions on X, we establish a relationship between a class of continuous functions satisfying the Lipschitz condition and a class of polar functions of X. We prove upper and lower
Zhenlong Chen
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Brain Tumor Segmentation Using Deep Capsule Network and Latent-Dynamic Conditional Random Fields. [PDF]
Elmezain M, Mahmoud A, Mosa DT, Said W.
europepmc +1 more source
Co-occurrence probabilities between mosquito vectors of West Nile and Eastern equine encephalitis viruses using Markov Random Fields (MRFcov). [PDF]
Sallam MF +10 more
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Itô equation model for dispersion of solutes in heterogeneous media
Transport processes in heterogeneous media such as ionized plasmas, natural porous media, and turbulent atmosphere are often modeled as diffusion processes in random velocity fields. Using the Itô formalism, we decompose the second spatial moments of the
N. Suciu +4 more
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Non-Parametric Estimation of the Renewal Function for Multidimensional Random Fields
This paper addresses the almost sure convergence and the asymptotic normality of an estimator of the multidimensional renewal function based on random fields. The estimator is based on a sequence of non-negative independent and identically distributed (i.
Livasoa Andriamampionona +2 more
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