Results 21 to 30 of about 213,512 (264)
Sample path properties of bifractional Brownian motion
Bernoulli, 2007 Let $B^{H, K}= \big\{B^{H, K}(t), t \in \R_+ \big\}$ be a bifractional Brownian motion in $\R^d$. We prove that $B^{H, K}$ is strongly locally nondeterministic. Applying this property and a stochastic integral representation of $B^{H, K}$, we establish Chung's law of the iterated logarithm for $B^{H, K}$, as well as sharp Hölder conditions and tail ...
Tudor, Ciprian, A., Xiao, Yimin
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A detailed investigation on highly dense CuZr bulk metallic glasses for shielding purposes
Open Chemistry, 2022 Gamma-ray shielding properties of eight different metallic glasses based on CuxZr100-x: x = 35 (Cu35Zr65) − 70 (Cu70Zr30) were determined using Monte Carlo simulations and Phy-X/PSD software.
Tekin Huseyin Ozan +8 more
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Advances in Mathematical Physics, 2020 In this paper, we mainly study the solution and properties of the multiterm time-fractional diffusion equation. First, we obtained the stochastic representation for this equation, which turns to be a subordinated process.
Longjin Lv, Luna Wang
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Sample path properties of the average generation of a Bellman–Harris process [PDF]
Journal of Mathematical Biology, 2019 Motivated by a recently proposed design for a DNA coded randomised algorithm that enables inference of the average generation of a collection of cells descendent from a common progenitor, here we establish strong convergence properties for the average generation of a super-critical Bellman-Harris process.
Gianfelice Meli +2 more
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Psychometric properties of factors influencing Healthcare Career Choice Scale
Nursing Open, 2020 Aim The aim of this paper was to modify Factors Influencing Teaching Choice scale (FIT‐Choice scale) to be appropriate for healthcare professionals and to assess the psychometric properties of the modified scale.
Hayfa Almutary, Modi Al‐Moteri
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Sample path properties of permanental processes
Electronic Journal of Probability, 2018 Let $X_α=\{X_α(t),t\in T\}$, $α>0$, be an $α$-permanental process with kernel $u(s,t)$. We show that $X^{1/2}_α$ is a subgaussian process with respect to the metric $σ(s,t)= (u(s,s)+u(t,t)-2(u(s,t)u(t,s))^{1/2})^{1/2}$. This allows us to use the vast literature on sample path properties of subgaussian processes to extend these properties to $α ...
Marcus, Michael B., Rosen, Jay
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Jixie qiangdu, 2021 In this paper,using 304 stainless steel material 1 mm in diameter to fuse electron beam deposition rapid prototyping,by controlling the wire feed speed,electronic beam intensity and molding parameters such as the same,choose different forming path was ...
SUN BaoFu +5 more
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Energy-Efficient Local Path Planning of a Self-Guided Vehicle by Considering the Load Position
IEEE Access, 2022 The local path planning, as one of the navigation stages, plays a significant role in the energy consumption of Self-Guided Vehicles (SGV). Since SGV must operate for several hours on a single battery charge to transport loads, its energy consumption is ...
Mohammad Mohammadpour +6 more
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Sample path properties of multidimensional integral with respect to stochastic measure
Modern Stochastics: Theory and ApplicationsThe integral with respect to a multidimensional stochastic measure, assuming only its σ-additivity in probability, is studied. The continuity and differentiability of realizations of the integral are established.
Boris Manikin, Vadym Radchenko
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Neutron-state entanglement with overlapping paths
Physical Review Research, 2021 The development of direct probes of entanglement is integral to the rapidly expanding field of complex quantum materials. Here we test the robustness of entangled neutrons as a quantum probe by measuring the Clauser-Horne-Shimony-Holt contextuality ...
S. J. Kuhn +14 more
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