[数据处理]
下拉多选,参数传递值超过1000怎么处理
下拉多选,参数传递值超过1000怎么处理![](data:image/png;base64,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)
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这个是数据库sql那边返回的报错吧?你做了什么过滤?还是写了存储过程? |
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发表于 前天 14:31
--and a.d_good_no in <产品>?{产品}</产品> ,这个产品参数在下拉列表中选择全选就报错,传递的参数太多了,一般怎么处理下拉列表全选值过多的问题 |
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yhdata_lyaa
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发表于 前天 14:34
一般来说,传递的参数值个数不能超过1,000个。
你做了什么操作后报错的 |
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yh_KEMPcU98
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发表于 前天 14:36
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这种情况使用普通的数据集会报错
可以使用数据集市做报表 |
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对,可以参考楼上老师的。要么使用mpp数据集,mpp数据集允许的in数量多些。
或者做层级筛选优先,缩小数量,比如先选大类。
又或者如果觉得数据库没有压力,可以考虑让dba调参数 |
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yhdata_lyaa
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发表于 前天 14:42
这个字段值太多了,不建议作为筛选项。建议可以在数据集先做一定筛选,加入其他维度进行筛选。
当使用IN列表时,列表中的项目数量超过了设置的最大限制(通常是1000个项目)。
如果列表项目确实必须多于1000个,考虑分批次执行查询,每次使用不超过1000个项目的列表。
临时提高IN列表的限制,设置MAX_STRING_SIZE_IN_LIST参数为更高的值(这通常不建议,因为会影响整个数据库的性能)。
除了数据库,产品也限制了过滤器里 其中一个 拼sql时 in 的值的个数,默认1000;
超过1000,执行时给出提示:过滤条件为“其中一个”时,传递的参数值个数不能超过1,000个。 |
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