Results 81 to 90 of about 1,420,320 (180)
Designs for phase I trials in ordered groups. [PDF]
Conaway MR, Wages NA.
europepmc +1 more source
A design for phase I trials in completely or partially ordered groups. [PDF]
Conaway MR.
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Amalgamating abelian ordered groups [PDF]
openaire +3 more sources
Pestov, G. G. +3 more
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The notion of a HosszĂș-Gluskin algebra \((Q,\{\cdot,\varphi,b\})\) of order \(n\geq 3\) (briefly \(n\)HG-algebra) and of the \(n\)HG-algebra associated to an \(n\)-group \((Q,A)\) is given. The following theorem is proved: Let \((Q,\{\cdot,\varphi,b\})\) be an arbitrary \(n\)HG-algebra associated to the \(n\)-group \((Q,A)\) (\(n\geq 3\)).
Usan, J., Zizovic, M.
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Daijun Zhou, Tao Yang, Wei Qian, Malcolm Xing, Gaoxing Luo Institute of Burn Research; State Key Laboratory of Trauma, Burn and Combined Injury; Southwest Hospital, Third Military Medical University (Army Medical University), Chongqing, China Objective:
Zhou D, Yang T, Qian W, Xing M, Luo G
doaj
A model-assisted design for partially or completely ordered groups. [PDF]
Celum C, Conaway M.
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Prostate Specific Antigen Ordering After Implementation of a Point-of-Care Reminder to Discuss Screening. [PDF]
Fenton JJ, Tancredi DJ.
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Selective Deuteration of Neopentyl Glycol and Its Effect on the Plastic Crystal Transformation. [PDF]
Somodi CB +5 more
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