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作 者:WANG DingCheng
机构地区:[1]Center of Financial Engineering, Nanjing Audit University [2]School of Mathematical Science, University of Electronic Science and Technology of China
出 处:《Science China Mathematics》2013年第11期2353-2366,共14页中国科学:数学(英文版)
基 金:supported by National Natural Science Foundation of China(Grant No.71271042);the Plan of Jiangsu Specially-Appointed Professors,the Jiangsu Hi-Level Innovative and Entrepreneurship Talent Introduction Plan and Major Program of Key Research Center in Financial Risk Management of Jiangsu Universities Philosophy Social Sciences(Grant No.2012JDXM009)
摘 要:In the paper, using Levy processes subordinated by 'asymptotically self-similar activity time' pro- cesses with long-range dependence, we set up new asset pricing models. Using the different construction for gamma (F) based 'asymptotically self-similar activity time' processes with long-range dependence from Fin- lay and Seneta (2006) we extend the constructions for inverse-gamma and gamma based 'asymptotically self- similar activity time' processes with integer-vMued parameters and long-range dependence in Heyde and Leo- nenko (2005) and Finlay and Seneta (2006) to noninteger-valued parameters.In the paper,using Lvy processes subordinated by‘asymptotically self-similar activity time’processes with long-range dependence,we set up new asset pricing models.Using the diferent construction for gamma(Γ)based‘asymptotically self-similar activity time’processes with long-range dependence from Finlay and Seneta(2006)we extend the constructions for inverse-gamma and gamma based‘asymptotically selfsimilar activity time’processes with integer-valued parameters and long-range dependence in Heyde and Leonenko(2005)and Finlay and Seneta(2006)to noninteger-valued parameters.
关 键 词:activity time asset pricing model asymptotical self-similarities gamma process inverse-gammaprocess L4vy process long-range dependence SUBORDINATOR
分 类 号:O211.6[理学—概率论与数理统计]
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