Jump diffusion - Globe Thesis

Keyword [Jump diffusion] Result: 121 - 140 \| Page: 7 of 8
121.	Comparative Study Of Several Computational Methods For Volatility Of Options Pricing
122.	Catastrophe Option Pricing And Empircal Analysis
123.	Model Analysis And Comparison Of Quasi-elastic Neutron Scattering Spectrum (QENS)
124.	Analysis Of Cement Structure And Dynamic Of Confined Water Based On Quasi-elastic Neutron Scattering Spectra Data
125.	Efficient Variable-step Algorithm And Posterior Error Estimation For European Option Pricing Under The Jump-diffusion Model
126.	Extrapolation Variable Step-size Implicit Runge-Kutta Numerical Algorithm For European And American Options Under The Jump-diffusion Model
127.	Research On Duopoly Option Game Model Based On Jump Diffusion Process
128.	Stabilization And Control Theory Of Stochastic Differential Equations Under G-expectation And Jump Diffusion Systems
129.	On Statistical Inference Of It? Semimartingales
130.	Valuing Some Guaranteed Minimum Death Benefit Products Under The Regime Switching Model
131.	Some Tests About Volatility Function In The Continuous-Time Diffusion Model Under High Frequency Financial Environment And Their Applications
132.	Efficient Numerical Algorithms For Spatially Nonlocal Partial Integro-differential Equations And Their Applications In Financ
133.	Two Exotic Options In A Markov Regime-Switching Jump-Diffusion Model With Wishart Stochastic Volatility
134.	A Numerical Algorithm For Pricing American Options Based On Jump Diffusion Process
135.	Research On Optimal Reinsurance Of Double Insurance Under Several Risk Models
136.	Stability With General Decay Rates Of Regime-switching Jump-diffusion Systems
137.	Pricing Vulnerable Options Under Jump Diffusion And Fractional Brownian Motion Framework
138.	A Research On Volatility Derivatives Pricing Under The Heston Stochastic Volatility Model With Jump Diffusion
139.	Data Analysis And Model Comparison Based On Quasi-elastic Neutron Scattering Spectra
140.	The Threshold Re-Weighted Estimation Of The Jump Diffusion Model Based On Empirical Likelihood
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