Articles

type: Journal
Title DOI Date
بهينه سازي چند دورهاي سبد سرمايه بر اساس اندازه ريسك احتمالي و مدلAR(1)-GARCH(1,1) #
A combined compact difference scheme for option pricing in the exponential jump-diffusion models 10.1186/s13662-019-2431-7
اهميت مدل سازي رياضي در دنياي واقعي #
Optimization of multi-period portfolio model after fitting best distribution #
Comments on strong convergence rates for backward Euler on a class of nonlinear jump-diffusion problems #
حل عددي يك مدل انتگرالي بلك-شولز با استفاده از يك روش جديد مبتني بر توابع پايه شعاعي و تفاضلات متناهي فشرده #
معيارهاي مهم در مديريت مالي و مدل سازي آن ها #
Free Assets and Their Relations with Riskless Assets #
type: Conference
Title Date
Multilevel Monte-Carlo Simulation Applied to Levy Driven Assets
On The Numerical Stability of Strong Predictor-Corrector Euler Schemes for SDEs
معادله ديفرانسيل تصادفي پسرو در ارزش گذاري مشتقات مالي
Numerical solution with higher order accuracy for option pricing with stochastic volatility using a geometric transformation
On the Option Pricing Models
Real-Life Applications of Operator Theory
Solving the Black-Scholes equation through a higher order comp act finite difference method
Data Modelling and Applied Harmonic Analysis
The importance of the Perron-Frobenius theorem
On the Infinite Variance Option Price Models
An Overview of Harmonic Analysis and its Applications
ارزش در معرض خطر، مدلسازي گارچ و پيش بيني نوسان شرطي بازدهي پوشش ريسك سرمايه