Mathematics Asked by eyesima on January 25, 2021
A subfamily of $l$ sets $A_i$ with $1 leq l < n$ is a "critical family", if its union contains exactly $l$ elements.
(Information so you know what these symbols mean: $X$ is a finite set and $A_1,A_2,..,A_n$ are subsets of $X$)
I would write it like that $$left|bigcup_{i=1}^{l} A_iright|=l$$
I hope you can tell me because I’m using this definition in a presentation and I don’t know if it’s written correctly like that?
I’m not sure if I really need to use these cardinality symbols ||
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