A society could satisfy appropriate scope demands but fail to be sufficiently inclusive, or it could be sufficiently inclusive but fail to satisfy appropriate scope demands.
Furthermore,, and satisfy appropriate conditions which will be specified later.
They proved that if and satisfy appropriate conditions, then converges strongly to, where.
They proved the weak convergence theorem if the sequences and of parameters satisfy appropriate conditions.
He proved that if the sequences,, and of parameters satisfies appropriate conditions, then generated by (1.10) converges strongly to.
Also, we obtain the best possible constants in the case of conjugate parameters when the parameters satisfy appropriate conditions.
They proved that if the sequence of parameters satisfies appropriate conditions, then generated by (1.9) converges strongly to.
We finally prove the existence and uniqueness of global weak solutions to the equation provided the initial data satisfies appropriate conditions.
and proved that if the sequence satisfies appropriate conditions, then the sequence generated by (1.6) converges strongly to the unique solution of the variational inequality (1.7).
They proved that if the sequence and of parameters satisfy appropriate condition, then the sequences and both converge to the unique solution of the variational inequality (1.11).
However, when assuming that the solutions of Eq. (1) satisfy appropriate conditions, sufficient conditions for such solutions can also be derived.
