GIBBS DIFFERENTIATIONS OF $ p $-ADIC HARMONIZABLE PROCESSES AND THEIR APPLICATIONS TO LINEAR $ p $-ADIC SYSTEMS - Collections

＜journal article＞
GIBBS DIFFERENTIATIONS OF $ p $-ADIC HARMONIZABLE PROCESSES AND THEIR APPLICATIONS TO LINEAR $ p $-ADIC SYSTEMS

Creator	Creator Name Endow, Yasushi 遠藤, 靖 Affiliation Affiliation Name Department of Industrial and Systems Engineering, Chuo University 中央大学管理工学科
Language	English
Publisher	Research Association of Statistical Sciences
Publisher	統計科学研究会
Date	1998-03
Source Title	Bulletin of informatics and cybernetics
Vol	30
Issue	1
First Page	41
Last Page	50
Publication Type	Version of Record
Access Rights	open access
Crossref DOI	https://doi.org/10.5109/13468
Related DOI	Bulletin of informatics and cybernetics \|\| 30(1) \|\| p41-50
Related DOI	http://bic.math.kyushu-u.ac.jp/
Related URI	Bulletin of informatics and cybernetics \|\| 30(1) \|\| p41-50
Related URI	http://bic.math.kyushu-u.ac.jp/
Relation	Bulletin of informatics and cybernetics \|\| 30(1) \|\| p41-50
Relation	http://bic.math.kyushu-u.ac.jp/
Abstract	One of the aims of this paper is to give a sufficient conidtion for sample Gibbs differentiability of $ p $-adic harmonizable processes, which are represented by stochastic integrals of the Chrestenso...n functions with respect to random measures. Other aims are to apply the result to linear Gibbs differential equations, which model $ p $-adic linear systems, and to express their solutions explicitly for driving functions of $ p $-adic harmonizable processes.show more

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