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Distal Radius Fractures

2017
For years, distal radius fractures have been approached with the remark that “They all do well.” In many cases, this is true, even with significant displacement. But selecting patients who fit into this group can be difficult. The options and rationale for treatment of intra-articular and extra-articular distal radius fracture are discussed.
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Distal Radius Fracture

2018
Fractures of the distal forearm have an incidence of 37 out of 10,000 females and 9 out of 100,000 males and are among the most frequent fractures of the adult population above the age of 35 years. In younger adults below the age of 39 years, high-energy trauma is more frequent, leading to a higher percentage of additional carpal ligamentous injuries ...
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Spectral Radius and Radius of Convergence

The American Mathematical Monthly, 1974
(1974). Spectral Radius and Radius of Convergence. The American Mathematical Monthly: Vol. 81, No. 6, pp. 625-627.
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One-radius triplets

Applied Optics, 2002
The one-radius triplet is an optical system that consists of three lenses. Either the radii of curvature of the lenses have the same absolute value or one radius of curvature has an infinitely large value. The advantage of such optical systems is that their production cost is less than that of systems with ordinary triplets. Here a theory of one-radius
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Radius

This paper includes a 62-page book of original poems, 19 pages of which are visual poetry, and a 29-page preface which discusses visual poetry.
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Distal Radius Fractures

2014
The treatment of fractures of the distal radius is in a state of flux, because the results of conservative treatment have so far been unsatisfactory in 20%-30% of cases. Instability resulting from dorsal compression, damaged ligaments (60%) and the presence of débris in the area of the metaphysis means that, while reduction is easy, retention is ...
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Packing Radius vs Covering Radius

Proceedings. IEEE International Symposium on Information Theory, 2005
P. Sole, P. Stokes
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Packing radius, covering radius, and dual distance

IEEE Transactions on Information Theory, 1995
Recently, A. Tietäväinen derived an upper bound on the covering radius of codes as a function of the dual distance. This was generalized to the minimum distance, and to \(Q\)-polynomial association schemes by Levenshtein and Fazakas. Both proofs use a linear programming approach.
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Radius

2008
Norman C. Leppla   +33 more
  +4 more sources

The proton charge radius

Reviews of Modern Physics, 2022
Haiyan Gao, Marc Vanderhaeghen
exaly  

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