MATHEMATICAL MODEL OF AN UNBIASED AND RANDOM ARRANGEMENT OF ELEMENTS IN AN INHERENTLY BIASED DIE
    1.
    发明申请
    MATHEMATICAL MODEL OF AN UNBIASED AND RANDOM ARRANGEMENT OF ELEMENTS IN AN INHERENTLY BIASED DIE 审中-公开
    不间断和随机布置的数学模型的数学模型

    公开(公告)号:US20150258427A1

    公开(公告)日:2015-09-17

    申请号:US14203680

    申请日:2014-03-11

    IPC分类号: A63F9/04

    摘要: Systems and methods are disclosed herein to a die comprising a plurality of faces (N); and a plurality of elements (n), including an unbiased set of elements and a biased set of elements, that are labeled on the plurality of faces, wherein each face is labeled with one of the plurality of elements, at least one element is labeled on more faces than the other elements, and all the faces are labeled in an unbiased manner such that the faces are labeled by placing an element from the unbiased set of elements after every (N−n)/n occurrences of an element from the set of biased elements, when a count (ci) of each unique element in the unbiased set is equal to 1.

    摘要翻译: 本文公开了一种包括多个面(N)的模具的系统和方法; 以及多个元件(n),其包括在所述多个面上被标记的多个元件的无偏差元件和偏置元件组,其中每个面被所述多个元件之一标记,至少一个元件被标记 在比其他元素更多的面上,并且所有面都被以不偏见的方式标记,使得通过在来自该组的元素的每个(N-n)/ n次出现之后放置来自无偏差元素集合的元素来标记面部 当不偏差集合中的每个唯一元素的计数(ci)等于1时,偏置元素的值。