Dear all,

I am searching a result concerning the weak convergence of signed measures defined on the Borel algebra of a given metric space. The result that i find so far is established for weak convergence of probability measures (please see Portmanteau theorem page 11; book attached).

Does the same result apply for signed measures? If not, what could be the possible differences in the equivalent conditions?

(providing me with good references would be appreciated)

Sincerely,

Nathalie

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