A metric space associated with a probability space.
Taylor, Keith F., Wang, Xikui (1993)
International Journal of Mathematics and Mathematical Sciences
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Taylor, Keith F., Wang, Xikui (1993)
International Journal of Mathematics and Mathematical Sciences
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International Journal of Mathematics and Mathematical Sciences
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This paper considers the Lipschitz subalgebras of a homogeneous algebra on the circle. Interpolation space theory is used to derive estimates for the multiplier norm on closed primary ideals in , . From these estimates the Ditkin and Analytic Ditkin conditions for follow easily. Thus the well-known theory of (regular) Banach algebras satisfying the Ditkin condition applies to as does the theory developed in part I of this series which requires the Analytic Ditkin condition. ...
Costantini, Camillo, Marconi, Umberto (2005)
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