The Measure Athletes’ Volition consists of 23 items that measure six elements of volitional competences. The purpose of the present study was to examine whether a subset of these items could form a short version of the scale; to provide evidence for the structural validity and internal consistency of the short version; and to test validity issues of the new scale. A total of 831 individuals fro...

We present an interactive procedure to annotate a large-scale corpus of Modern Standard and Egyptian Arabic tweets for event modality that comprises obligation, permission, commitment, ability, and volition. The procedure splits up the annotation process into a series of simplified questions, dispenses with the requirement of expert linguistic knowledge, and captures nested modality triggers an...

Home > Printer-friendly PDF > Internship Housing Internship Housing A challenge for many students related to their internship search is finding housing in the cities where internship opportunities exist, and many students place unnecessary restrictions on their internship search due to housing concerns. If you are considering an internship in a city not represented in this list, consider contac...

and Introduction

and Introduction

We propose an index for proximal detection of water requirements to optimize the use resources in arid and semi-arid wine growing regions. To test accuracy representativeness proposed irrigation need (IIN), plant status physiological performances were monitored during seasons 2019 2020 two grapevine varieties with different anisohydric degree (Vermentino Cannonau) grown 3 sites Sardinia (Italy)...

results the command is addpred for logistic regression models. conclusions the stata package provided herein can encourage the use of novel methods in examining predictive capacity of ever-emerging plethora of novel biomarkers. materials and methods we have written a stata command that is intended to help researchers obtain cut point-free and cut point-based net reclassification improvement ind...

For a graph G = (V,E) with a binary vertex coloring f : V (G)→ Z2, let vf (i) = |f−1(i)|. We say f is friendly if |vf (1) − vf (0)| ≤ 1, i.e., the number of vertices labeled 1 is the same or almost the same as the number of vertices labeled 0. The coloring f induces an edge labeling f ∗ : E(G) → Z2 defined by f ∗(uv) = f(u) + f(v) (mod 2), for each uv ∈ E(G). Let ef (i) = |{uv ∈ E(G) : f ∗(uv) ...