Laboratory of Computational Simulation and Modeling in Rehabilitation, Postgraduate Program in Rehabilitation Sciences, Augusto Motta University Center, Praça das Nações 34, Bonsucesso, Rio de Janeiro, RJ, 21041-010, Brazil.
Laboratory of Computational Simulation and Modeling in Rehabilitation, Postgraduate Program in Rehabilitation Sciences, Augusto Motta University Center, Praça das Nações 34, Bonsucesso, Rio de Janeiro, RJ, 21041-010, Brazil.
Complement Ther Clin Pract. 2018 Feb;30:38-43. doi: 10.1016/j.ctcp.2017.12.002. Epub 2017 Dec 7.
This study examined (1) the agreement of acupuncture experts with textbook prescriptions and among themselves, and (2) the association between similar traditional diagnoses and textbook acupuncture prescriptions, examining whether pragmatic practice (i.e., modifying prescriptions according to personal clinical practice) alters such an association. A computational analysis quantified the diagnosis-prescription association from a textbook. Eight acupuncture experts were independently interviewed. Experts modified the textbook prescriptions according to their pragmatic practice. Experts mostly agreed (19-90%) or strongly agreed (0-29%) with the textbook prescriptions, with no-better-than-chance agreement on their ratings (Light's κ = 0.036, CI = [0.003; 0.081]). The number of manifestations in traditional diagnoses weakly explains the variability (Spearman's ρ = 0.260, p = 0.038) of the number of acupoints in prescriptions. The association between similar traditional diagnoses and acupuncture prescriptions is strong in the textbook (γ = 0.720, CI = [0.658, 0.783]), whereas pragmatic practice had little effect on this association (γ = 0.724-0.769).
本研究考察了(1)针灸专家与教科书处方之间以及他们之间的一致性,以及(2)相似传统诊断与教科书针灸处方之间的关联,检验是否实用实践(即根据个人临床实践修改处方)会改变这种关联。一种计算分析从教科书中量化了诊断-处方的关联。八位针灸专家进行了独立访谈。专家根据自己的实用实践修改了教科书处方。专家们大多(19-90%)或强烈(0-29%)同意教科书处方,他们的评分没有明显高于机会(Light's κ = 0.036,CI = [0.003; 0.081])。传统诊断中的表现数量微弱地解释了处方中穴位数量的可变性(Spearman's ρ = 0.260,p = 0.038)。在教科书中,相似的传统诊断与针灸处方之间存在很强的关联(γ = 0.720,CI = [0.658, 0.783]),而实用实践对这种关联的影响很小(γ = 0.724-0.769)。