英语翻译We hope that the new definition of consistency will refocus the attention of researchers from the race of finding better and better approximation of solutions (in forms of heuristics) for inconsistent matrices to devising heuristics which

英语翻译We hope that the new definition of consistency will refocus the attention of researchers from the race of finding better and better approximation of solutions (in forms of heuristics) for inconsistent matrices to devising heuristics which
英语翻译
We hope that the new definition of consistency will refocus the attention of researchers from the race of finding better and better approximation of solutions (in forms of heuristics) for inconsistent matrices to devising heuristics which can influence judgments to be more consistent (but by no means totally consistent).Finding an ideal solution for inconsistent (or very inconsistent) matrices is a mirage.It is a theoretically challenging and exciting task but without much use.It could be compared to an attempt at finding lengths of bars measured by a rule which randomly changes its length (by,for example,extreme temperature or atmospheric pressure).The truth is that no “ideal” solution will help us unless we try to understand the source of our problem,which is the inconsistency of judgments.Certainly it is difficult to change the inconsistency unless we know not only its value but the exact location of it.Our definition allows us to locate the inconsistency.It gives the referee a necessary feedback and opportunity of reconsideration of his judgments by using various techniques (e.g.,Delphi method).However,it is not advisable to allow the referee the total flexibility.Improvement of his subjective judgment may change to an unsubstantiated race for total consistency of judgments instead of his unbiased subjective opinions.We may,for example,allow the referee to change only a fixed number of opinions by a factor of a fixed total.

英语翻译We hope that the new definition of consistency will refocus the attention of researchers from the race of finding better and better approximation of solutions (in forms of heuristics) for inconsistent matrices to devising heuristics which
我们希望,新定义的一致性将重新研究人员注意的种族找到更好的解决方案近似（在形式的启发式）的不一致矩阵设计启发式能够影响判断将更加一致的（但绝不是完全一致） .
找到一个理想的解决方案incons
nding的理想解决方案incons
nding的理想解决方案不一致的（或非常不一致）矩阵是一个海市蜃楼.这是一个具有挑战性和令人兴奋的理论上的任务,但没有多大用处.它可以进行比较,试图找到长度测量酒吧一条规则随机变化其长度（例如,极端温度或气压） .事实是,没有“理想”解决方案将帮助我们,除非我们设法了解的来源,我们的问题,这是不一致的判决.当然这是很难改变的不一致,除非我们不知道它的价值,但只有的确切位置,它.我们的定义,使我们能够找到不一致.这使裁判的一个必要的反馈和机会重新考虑他的判断使用的各种方法（如Delphi法） .然而,它是不可取的,让裁判总灵活性.改进他的主观判断可能发生变化的证据证明比赛总一致性的判断而不是他不带偏见的主观意见.我们可能,例如,允许裁判改变只有固定数量的意见增加了一个固定的总数.