Contents V.13 N.2 2022

  • THE FUNCTOR OF MONETARY RISK MEASURES AND MAPS WITH UNIFORMITY PROPERTIES OF UNIFORM SPACES
    A.A. BORUBAEV , R.E. JIEMURATOV (pp. 158-167)

    • Abstract.

    In the present paper, we establish that the functor of monetary risk measures with compact supports transforms open maps into open maps and preserves weight and completeness index of uniform spaces. Consequently, the space of monetary risk measures with compact support is locally compact Hausdorff space if and only if the original space is so.

    Keywords:

    monetary risk measure, uniform space, uniformly continuous map.

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