Thanks.
On Monday, April 5, 2021 at 5:49:05 PM UTC+8 martin...@xxxxxxxxxxxxxx wrote:
Hello Hengxin,
The { e: x \in S} pattern is treated differently, you need to move the domain
constraints to the front:
P == { <<x,y>> \in 1..2 \X 1..2 : x # y }
Please refer also to the Specifying Systems book p.299 where you can see the
different shapes. I hope that helps :)
kind regards,
Martin
On 4/5/21 11:34 AM, hengx...@xxxxxxxxx wrote:
> I want to express the following set comprehension (as a simplied example)
>
> {<<x, y>> : x \in 1 .. 2, y \in 1 .. 2, y # x}
>
> in TLA+ and expect the result {<<1, 2>>, <<2, 1>>}.
> Note that the third condition "y # x" uses variable "x".
>
> However, I got a parse error.
>
> How should I correctly express it in TLA+?
>
> Best regards,
> hengxin
>
>
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