关于多数同意的审批流
有些管理委员会有半数以上或2/3以上同意的审批流,比如5个人中3个确认就通过。怎么实现方便?用流程合并处的脚本能实现吗? 您好:我们系统现在是少数服从多少。没有您说的这种功能如果您有比例的这种,那只能自己写代码,通过逻辑判断了! 比如7个人,半数是4个人同意,2/3是5个人同意。
这两者情况流程分别怎么写?
第一种情况你已经回答了
我实际在问多人使用复杂决策方式时的流程处理,
还可能有其中xx一票否决之类。
好像属于会签 你使用活动节点,选择多人处理的并行处理。
然后2条路由。一条是确定,一条是不确定。
这样会少数服从多数!
http://bbs.o2oa.net/data:image/png;base64,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
http://bbs.o2oa.net/data:image/png;base64,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
页:
[1]