On the Urysohn Integral Equation in Locally Convex Spaces
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Given a locally convex space (V,Γ), we find (all) the multiplications π on V (associative or not) such that the algebra A ≡ (V,π,Γ) becomes (i) A-convex, (ii) lm-convex.
O. Hadžić (1977)
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