학술저널
Some Geometric Properties of the Weak*-integral
- 충청수학회
- Journal of the Chungcheong Mathematical Society
- Volume 3, No. 1
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1990.0633 - 40 (8 pages)
- 0
We prove that if a weak*-measurable function f defined on a finite measure space into a dual Banach space is separable-like, then for every measurable set E, the weak* core of f over E is the weak* convex closed hull of the weak* essential range of f over E.
ABSTRACT
0. Introduction
1. The weak* core
2. The weak* essential range
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