破坏性牙周病治疗后四年复发的观察。

P N Galgut
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引用次数: 0

摘要

在完成牙周治疗后的四年时间里,对临床变量变化的上限和下限百分位数进行分析,以评估治疗后疾病复发的模式。该分析显示了个体内部、不同个体之间以及不同临床评估变量之间的愈合和复发周期。由于不同个体内不同部位的愈合或复发率不同,发病机制的随机异步突发模型似乎适合同时纳入不同临床评估参数和不同个体的不同部位。然而,长期衰退和口袋化可能表现出相反的趋势,给出了错误的解释,即依恋水平随时间保持不变,而事实上,组织重塑的积极“动态平衡”是建立的。基于动态平衡概念的统计模型将能够考虑多因素相互作用,包括不同临床评估参数之间的部位和主体相互关系。因此,动态平衡模型可能适合作为考虑牙周病进展的统计分析的基础。然而,由于这种或其他牙周病过程模型的价值尚未确定,从复杂的统计技术中对数据进行分析以得出有意义的结论可能为时过早。
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Observations on the recurrence of destructive periodontal disease during a period of four years after treatment.

The upper and lower extreme percentiles of change in clinical variables were analyzed for a period of four years after completion of periodontal therapy in order to assess the patterns of disease recurrence after treatment. This analysis has demonstrated periods of healing and relapse of sites within individuals, among different individuals, and among different clinical assessment variables utilized. As not all of the sites within different individuals heal or relapse at the same rate, the random asynchronous burst model of pathogenesis seems appropriate to incorporate the different clinical assessment parameters and different sites in different individuals simultaneously. Long-term recession and pocketing, however, may demonstrate opposite trends, giving the erroneous interpretation that attachment levels remain constant with time, whereas, in fact, an active "dynamic equilibrium" of tissue remodeling is established. A statistical model based on the dynamic equilibrium concept would enable account to be taken of the multifactorial interactions that incorporate site and subject interrelationships between different clinical assessment parameters. The dynamic equilibrium model may be suitable therefore as the basis on which statistical analysis of the progression of periodontal disease may be considered. However, as the value of this or other models of the periodontal disease process have not been established, the analysis of data to derive meaningful conclusions from complex statistical techniques may be premature.

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