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具有随机寿命的二维期权定价 被引量:2
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作者 冯广波 陈伟芳 《国防科技大学学报》 EI CAS CSCD 北大核心 2002年第5期93-98,共6页
由于期权合约在到期日之前可能被终止及标的资产的价格可能会因重大信息的到达而发生跳跃 ,文中在假设合约被终止的风险与重大信息导致的价格跳跃风险皆为非系统的风险情况下 ,应用无套利资本资产定价及Feynman kac公式 ,首先研究了标... 由于期权合约在到期日之前可能被终止及标的资产的价格可能会因重大信息的到达而发生跳跃 ,文中在假设合约被终止的风险与重大信息导致的价格跳跃风险皆为非系统的风险情况下 ,应用无套利资本资产定价及Feynman kac公式 ,首先研究了标的资产服从连续扩散过程和跳—扩散过程具有随机寿命的交换期权定价 ,得到相应的定价公式 ;然后 ,研究了标的资产服从跳—扩散过程及利率随机变化具有随机寿命的期权定价 。 展开更多
关键词 二维期权定价 随机寿命 跳-扩散过程 无套利资本资产定价 feynmankac公式 股票价格
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SOME RECENT PROGRESS ON STOCHASTIC HEAT EQUATIONS 被引量:2
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作者 Yaozhong HU 《Acta Mathematica Scientia》 SCIE CSCD 2019年第3期874-914,共41页
This article attempts to give a short survey of recent progress on a class of elementary stochastic partial differential equations (for example, stochastic heat equations) driven by Gaussian noise of various covarianc... This article attempts to give a short survey of recent progress on a class of elementary stochastic partial differential equations (for example, stochastic heat equations) driven by Gaussian noise of various covariance structures. The focus is on the existence and uniqueness of the classical (square integrable) solution (mild solution, weak solution). It is also concerned with the Feynman-Kac formula for the solution;Feynman-Kac formula for the moments of the solution;and their applications to the asymptotic moment bounds of the solution. It also briefly touches the exact asymptotics of the moments of the solution. 展开更多
关键词 Gaussian random field Gaussian noise stochastic partial differential equation(stochastic heat equation) Feynman-Kac formula for the solution feynmankac formula for the moments of the solution chaos expansion HYPERCONTRACTIVITY moment bounds Holder continuity joint Holder continuity asymptotic behaviour Trotter-Lie formula Skorohod integral
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