| http://www.w3.org/ns/prov#value | - where is a sequence in and is a constant satisfying the following conditions:(iv)for all and , where is a positive constant.(I)If (where is the set of solutions to (SCFP)-(1.1)), then converges weakly to a point .(II)In addition, if is also semicompact, then and both converge strongly to .Proof.
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