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Bilateral Monteggia fracture in adults [PDF]
Vojnosanitetski Pregled, 2011 Introduction. In 1814 Giovanni Monteggia first described two cases of fractures of the proximal third of ulna with dislocation of the radial head. These fractures are more common in children than in adults, and mutual Monteggia fracture is a rare ...
Ristić Dejan +4 more
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Reliability Comparison between “Distal Radius and Ulna” and “Simplified Tanner–Whitehouse III” Assessments for Patients with Adolescent Idiopathic Scoliosis [PDF]
Asian Spine Journal, 2020 Study Design This is a retrospective clinical study. Purpose In this study, we aim to evaluate the reliability of the distal radius and ulna assessment (DRU) and simplified Tanner-Whitehouse III classification (sTW3) in Japanese patients with adolescent ...
Akinori Okuda +8 more
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Bone Reports, 2019 Abaloparatide is a selective activator of the parathyroid hormone type 1 receptor signaling pathway that favors the stimulation of bone formation. Here, we report a prospective, exploratory analysis of bone mineral density (BMD) response rates comparing ...
Chad L. Deal +4 more
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Frontiers in Veterinary Science, 2022 The radial joint orientation angles were calculated using the center of rotation of angulation (CORA) methodology within the frontal and sagittal planes in chondrodystrophic dog breeds, including Welsh Corgi, Dachshund, Pekinese, Poodle, Beagle and ...
Minji Kwon +4 more
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Which radius for the Sun? [PDF]
, 1998 The high accuracy reached by solar limb observations, by helioseismic measurements and by Standard Solar Models (SSMs) calculations suggests that general relativity corrections are included when discussing the solar radius. The Allen value (R$_{\odot}$ =
Castellani, V. +2 more
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Competitive accretion in embedded stellar cluster [PDF]
, 2001 We investigate the physics of gas accretion in young stellar clusters. Accretion in clusters is a dynamic phenomenon as both the stars and the gas respond to the same gravitational potential.
Bate, M. R. +3 more
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Mathematica Bohemica, 2004 Summary: The eccentricity \(e(v)\) of a vertex \(v\) is defined as the distance to a farthest vertex from \(v\). The radius of a graph \(G\) is defined as \(r(G)=\min _{u \in V(G)}\{ e(u)\}\). A graph \(G\) is radius-edge-invariant if \(r(G-e)=r(G)\) for every \(e \in E(G)\), radius-vertex-invariant if \(r(G-v)= r(G)\) for every \(v \in V(G)\) and ...
Bálint, V., Vaček, O.
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The Journal of Hand Surgery, 2020 Malunion remains the most common complication of nonsurgical treatment of fractures of the distal radius and represents a common clinical entity. Symptomatic treatment often involves corrective osteotomy. Surgical correction is a challenging problem with unpredictable clinical outcomes.
Brian, Katt +3 more
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JuTISI (Jurnal Teknik Informatika dan Sistem Informasi), 2016 — Empowerment SME (Small and Medium Enterprise) was a step for Dinas Perindustrian Perdagangan dan Koperasi (Disperindagkop) Salatiga to answer one vision to create empowerment public economics to increase productivity to head a independent and ...
Kresna Prasmadewa, Radius - Tanone
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The extremal spectral radii of $k$-uniform supertrees
, 2014 In this paper, we study some extremal problems of three kinds of spectral radii of $k$-uniform hypergraphs (the adjacency spectral radius, the signless Laplacian spectral radius and the incidence $Q$-spectral radius). We call a connected and acyclic $k$
Li, Honghai, Qi, Liqun, Shao, Jiayu
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