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학술저널

SAMPLE PATH PROPERTY OF CHENTSOV FIELDS

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Let {X(t),t ∊ ℝⁿ} be a SaS H-sssis Chentsov random field with control measure m. We consider a geometric construction for Lévy-Chentsov random fields and Takenaka random fields. Finally, we proved some property of conjugate classes and a.s. Hölder unboundedness of SaS H-sssis Chentsov random fields for all order r > H.

Abstract

1. Introduction

2. Chentsov random fields

3. Conjugate class of Chentsov fields

4. Unboundedness of Chentsov field

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