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Post Closed as "Not suitable for this site" by abx, Daniele Tampieri, XL _At_Here_There, Joonas Ilmavirta, Yemon Choi
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Glorfindel
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Is the underlying set of every renormalization group countable and finite?

Is the underlying set of every renormalization group countable and finite?

Suppose A is a renormalization group,group, and the elements of it compose of the set B. Is B the set countable and finite?

Is the set of every renormalization group countable and finite?

Suppose A is a renormalization group, and the elements of it compose of the set B. Is B the set countable and finite?

Is the underlying set of every renormalization group countable and finite?

Suppose A is a renormalization group, and the elements of it compose of the set B. Is B the set countable and finite?

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Is the set of every renormalization group countable and finite?

Is the set of every renormalization group countable and finite?

Suppose A is a renormalization group, and the elements of it compose of the set B. Is B the set countable and finite?