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2010•Bulletin of the Korean Mathematical SocietyOpen access

A NOTE ON SEMI-SELFDECOMPOSABILITY AND OPERATOR SEMI-STABILITY IN SUBORDINATION

Gyeong-Suk Choi, Yun-Kyong Kim, Sang-Yeol Joo

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Abstract

Some results on inheritance of operator semi-selfdecomposability and its decreasing subclass property from subordinator to subordinated in subordination of a L $\acute{e}$ evy process are given. A main result is an extension of results of [5] to semi-selfdecomposable subordinator. Its consequence is discussed.

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Some results on inheritance of operator semi-selfdecomposability and its decreasing subclass property from subordinator to subordinated in subordination of a L $\acute{e}$ evy process are given. A main result is an extension of results of [5] to semi-selfdecomposable subordinator. Its consequence is discussed.

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Available abstract

Some results on inheritance of operator semi-selfdecomposability and its decreasing subclass property from subordinator to subordinated in subordination of a L $\acute{e}$ evy process are given. A main result is an extension of results of [5] to semi-selfdecomposable subordinator. Its consequence is discussed.

Key concepts: Subordinator, Subordination (linguistics), Mathematics, Operator (biology), Extension (predicate logic), Property (philosophy), Pure mathematics, Inheritance (genetic algorithm)

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