Isabelle Nitpick超过了65536的基数限制;该怎么办?

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英文:

Isabelle Nitpick cardinality limit of 65536 exceeded; what to do?

问题

我从Isabelle的Nitpick工具中得到了Limit reached: too high cardinality (65536)的错误信息:

Nitpicking formula...
[...]
The type 'a passed the monotonicity test; Nitpick might be able to skip some scopes
Using SAT solver "MiniSat" The following solvers are configured: "MiniSat", "SAT4J", "SAT4J_Light", "Lingeling_JNI",
"CryptoMiniSat_JNI", "MiniSat_JNI"
Trying 1 scope:
  card 'a = 4
Limit reached: too high cardinality (65536); skipping scope
Nitpick checked 0 of 1 scope
Total time: 63 ms

问题:

  • 有没有可以改变的参数,以解除这个限制?
  • 还有其他我可以做的事情吗?

进一步信息:

正在检查的属性涉及在具有四个点的拓扑上找到过滤器基。这意味着我们在一个有$2^4=16$个元素的空间中搜索一个元素(过滤器)。大约有$65536=2^16=2^{2^4}$个这样的空间。

谢谢。

英文:

I'm getting this Limit reached: too high cardinality (65536) error from Isabelle's Nitpick tool:

Nitpicking formula...
[...]
The type 'a passed the monotonicity test; Nitpick might be able to skip some scopes
Using SAT solver "MiniSat" The following solvers are configured: "MiniSat", "SAT4J", "SAT4J_Light", "Lingeling_JNI",
"CryptoMiniSat_JNI", "MiniSat_JNI"
Trying 1 scope:
  card 'a = 4
Limit reached: too high cardinality (65536); skipping scope
Nitpick checked 0 of 1 scope
Total time: 63 ms

Questions:

  • Is there a parameter I can change, to lift this limit?
  • Is there anything else I might do?

Further information:

The property being checked involves finding filter bases on a topology with four points. This means we're searching for an element (a filter) in a space with $2^4=16$ elements. There are of the order of $65536=2^16=2^{2^4}$ such spaces.

Thank you.

答案1

得分: 1

为了完整起见,nitpick的维护者回答了

很抱歉,你的问题对于Nitpick来说实在太大了。不仅它达到了由其后端Kodkod所施加的技术限制,即使Nitpick接受了这样大小的问题,它们也太大而无法解决。

英文:

For completeness, the maintainer of nitpick answered and:

> I'm afraid your problem is really too big for Nitpick. Not only it hits a
> technical limit imposed by its backend, Kodkod, problems of this size even
> if they were accepted by Nitpick would be much too big to be solvable.

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  • 本文由 发表于 2023年7月27日 16:12:46
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