基于比赛问题解决方案的校准设计

R. C. Bose, J. M. Cameron
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引用次数: 9

摘要

在高精度校准中,人们测量名义上相等的物体或一组物体之间的差异,并参照一个或多个标准为个体建立一个值。这类比赛问题的解决方法是,将5名选手分成5名选手,这样每名选手与其他选手组队的次数就相同,每名选手与其他选手的对抗次数也相等,这为安排比赛提供了平衡的设计。这些设计在称重和测量时很有用,因为要测量的物体可以组合成一组,而不会在比较中失去精度或准确性。
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Calibration designs based on solutions to the tournament problem
In high precision ca librations one measures diffe re nces be tween nominally equal objects or group of objects and establi shes a value for the individuals with refere nce to one or more standards. The so lutions to the class ica l tournament problem, which ca ll s fo r arranging v individual s into tea ms of I) players so that a player is teamed the same number of times with each of the other players and also that ea ch player is pitted equally often aga inst each of the other players, provide balanced designs for scheduling the meas ure ments. These designs are useful in weighing and ot he r meas ure me nt s wh en the objects to be measured ca n be combin ed into groups without loss of prec ision or acc uracy in the co mparisons.
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A PSEUDO PRIMAL-DUAL INTEGER PROGRAMMING ALGORITHM. Systems of distinct representatives and linear algebra Remarks on Cut-Sets Partially isometric matrices Matrices of class J2
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