Some properties of chain variation {formula} of a function ф (non additive) defined on an effect algebra A are discussed. It is established that if ф is a null addiive (null null additive) on A, then |ф|c is null additive (null null additive). Finally, |ф|c + ф and |ф|c-ф are proved monotone
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机译:讨论了在效果代数A上定义的函数Ф(非添加剂)的链变化{公式}的一些性质。建立,如果ф是返回A的空弧度(空NULL添加剂),则|Ф| C为NULL添加剂(空NULL添加剂)。最后,证明了单调的ф|Ф| C +ф和|Ф| C-ф
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