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These
are two papers written in Scientific Word. They are on interpolation of
operators. The larger, of survey type, was prepared for a lecture
delivered in Caracas, on December, 95. There we prove that the classes (
Operator Ideals) of separable, Rosenthal, weakly compact, Banach-Saks,
decomposing and derived classes of operators possess the strong property
of interpolation for the real method, which means that the interpolated
operator is in one of these classes if (and only if) the induced
operator from the intersection I(A) into the sum S(B) is in the same
class.
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