In the past decades, traffic problems has become a major research field of both academic and industrial community. In this paper, we propose a SelfAdaptive Navigation System (SeNS) to provide optimal tailored driving paths, reflecting real-time road traffic information. The current navigation systems are using server independently, and only use the static time stamp-based traffic information. F...

The slow but continuous flight from the countryside leads to the abandonment and consequent deterioration of rural constructions. Therefore the problem of their recovery, also for diversified uses, arises. The reuse problem becomes more heightened in case of small-sized constructions; hence special forms of recovery need to be identified to enable their reuse focused on functional integration. ...

To investigate whether the relative positions of the Wngers inXuence tactile localization, participants were asked to localize tactile stimuli applied to their Wngertips. We measured the location and rate of errors for three Wnger conWgurations: Wngers stretched out and together so that they are touching each other, Wngers stretched out and spread apart maximally and Wngers stretched out with t...

‎In this note‎, ‎we consider the concentration function problem for a continuous action of a locally compact group $G$ on a locally compact Hausdorff space $X$‎. ‎We prove a necessary and sufficient condition for the concentration functions of a‎ ‎spread-out irreducible probability measure $mu$ on $G$ to converge to zero.

We construct the incipient infinite cluster measure (IIC) for sufficiently spread-out oriented percolation on Zd × Z+, for d + 1 > 4 + 1. We consider two different constructions. For the first construction, we define Pn(E) by taking the probability of the intersection of an event E with the event that the origin is connected to (x, n) ∈ Z×Z+, summing this probability over x ∈ Zd, and normalisin...

We consider critical spread-out oriented percolation above 4+1 dimensions. Our main result is that the extinction probability at time n (i.e., the probability for the origin to be connected to the hyperplane at time n but not to the hyperplane at time n + 1) decays like 1/Bn2 as n →∞, where B is a finite positive constant. This in turn implies that the survival probability at time n (i.e., the ...

OBJECTIVES To assess among US physicians (1) frequency of requests to spread out recommended vaccination schedule for children <2 years, (2) attitudes regarding such requests, and (3) strategies used and perceived effectiveness in response to such requests. METHODS An e-mail and mail survey of a nationally representative sample of pediatricians and family physicians from June 2012 through Oct...

The most urgent public health problem today is to devise effective strategies to minimize the destruction caused by the AIDS epidemic. Mathematical models based on the underlying transmission mechanisms of the AIDS virus can help the medical/scientific community understand and anticipate its spread in different populations and evaluate the potential effectiveness of different approaches for bri...

We use the lace expansion to analyse networks of mutually-avoiding self-avoiding walks, having the topology of a graph. The networks are defined in terms of spread-out self-avoiding walks that are permitted to take large steps. We study the asymptotic behaviour of networks in the limit of widely separated network branch points, and prove Gaussian behaviour for sufficiently spread-out networks o...

Purpose The purpose of this work is to (a) demonstrate the feasibility delivering a spread-out Bragg peak (SOBP) proton beam in ultra-high dose rate (FLASH) using therapy synchrocyclotron as major step toward realizing an experimental platform for preclinical studies, and (b) evaluate response four models ionization chambers such radiation field. Methods A clinical Mevion HYPERSCAN® was adjuste...