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Journal of Algebra and Its Applications, 2007
A domain R is a maximal non-ACCP subring of its quotient field if and only if R is either a two-dimensional valuation domain with a DVR overring or a one-dimensional nondiscrete valuation domain. If R ⊂ S is a minimal ring extension and S is a domain, then (R,S) is a residually algebraic pair.
Ayache, Ahmed +2 more
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A domain R is a maximal non-ACCP subring of its quotient field if and only if R is either a two-dimensional valuation domain with a DVR overring or a one-dimensional nondiscrete valuation domain. If R ⊂ S is a minimal ring extension and S is a domain, then (R,S) is a residually algebraic pair.
Ayache, Ahmed +2 more
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Bronchoscopy in North America: The ACCP Survey
Chest, 1991A mail survey of this type has several inherent drawbacks. First, answers to some of the questions, particularly those pertaining to complication rates, rely on the memory of participants. Second, the wording of certain questions may have imparted different meanings. Third, the format of the questionnaire may have confused some.
U B, Prakash, K P, Offord, S E, Stubbs
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The purpose of the American College of Clinical Pharmacy ( ACCP ) is to advance human health by extending the frontiers of clinical pharmacy. Consistent with this mission and its core values, ACCP is committed to ensuring that clinical pharmacists ...
Joseph J, Saseen +11 more
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