Objective—To improve understanding of processes leading to injury and assess more specifically the degree of intentionality. Methods—A new paradigm was developed that characterizes the act of inflicting injury (self, other, not inflicted) and the motive. Motives are determined for the act of injury and for the outcome. To test this, 986 cases of adolescent injuries in seven hospitals were revie...

Purpose The purpose of this study was to investigate the factors related problem drinking in young adult women who lived and drank alone. Methods This online survey (N=291) conducted using a questionnaire from February April 2020. Data were analyzed SPSS/WIN 25.0 program for descriptive analysis, independent t-tests, one-way ANOVA, binary logistic regression. Results In study, group identified ...

This paper studies a palimpsest fragment from the Qubbat al-khazna in Damascus, which presents very interesting composition. The Christian Palestinian Aramaic (CPA) scriptio inferior, already identified as biblical text (Genesis 19.1-5, 7-10), coexists with Arabic superior. latter, except for identification of its general content, has not been studied so far. is an excerpt belonging to medical ...

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Computation intensive DSP applications usually require parallel/pipelined processors in order to meet specific timing requirements. Data hazards are a major obstacle against the high performance of pipelined systems. This paper presents a novel efficient loop scheduling algorithm that reduces data hazards for such DSP applications. This algorithm has been embedded in a tool, called SHARP, which...

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ü Define the geometry of the system and assign an index number to each cell. Specify the topology by listing the neighbours of each cell. latticevector1 = N@8Sqrt@3D, 0<D;H* for hexagonal lattice *L latticevector2 = N@8Sqrt@3D ê 2, 3 ê 2<D; H* for hexagonal lattice *L addresses = Flatten@Table@8ja, jb<, 8ja, 0, n1 1<, 8jb, 0, n2 1<D, 1D; H* list of lattice addresses of the cells in the patch *L...

We describe a “tunneling” proof of the cobordism invariance of the index of Dirac operators. The goal of this note is to present a very short proof of the cobordism invariance of the index. More precisely, if D̂ is a Dirac operator on an odd dimensional manifold M̂ with boundary ∂M̂ = M then we show that the index of its restriction D to M is zero. The novelty of this proof consists in the fact th...

In this paper we exactly calculate the Lyapunov exponents and two kinds of spreading rates for elementary cellular automaton (ECA) rule 40. One spreading rate, simply called the spreading rate, is defined by following A. Ilachinski [1], and the other one originally defined in this paper is called the strict spreading rate. For the Lyapunov exponents, we use M. A. Shereshevsky’s definition [2]. ...