اختر اللغة
Banner
 
Image


Research Fields
عنوان البحثملخص البحث
Lobatto-Milstein Numerical Method in Application of Uncertainty Investment of Solar Power Projects 
Convergence and stability of split-step theta methods with variable step-size for stochastic pantograph differential equations 
Two families of theta milstein methods in a real options framework 
System of Ordinary Differential Equations Solving Using Cellular Neural Networks 
Convergence and Stability of Two Classes of Theta Methods with Variable Step Size for a Stochastic Pantograph Equations 
A stochastic corporate claim value model with variable delay 
Mean-Square Stability of Split-Step Theta Milstein Methods for Stochastic Differential Equations 
Approximate Solutions of Partial Differential Equations using Cellular Neural Networks 
Convergence, non-negativity and stability of a new Lobatto IIIC-Milstein method for a pricing option approach based on stochastic volatility model 
Mean-square stability of two classes of theta milstein methods for nonlinear stochastic differential equations 
Potential Influence of Information Systems on Bank Risk. 
Three Stage Numerical Method in Application: Investment of Solar Energy Projects 
Mean-Square Stability and Convergence of Split Step Theta Methods with Variable Step-size for Stochastic Pantograph Differential Equations 
Numerical Methods for the Solution of Some Differential Equations Using Artificial Intelligence 
The Suez Canal Area Development Project’s Investment Opportunity: A Real Options Approach 
Modified Split-Step Theta Milstein Methods for M-Dimensional Stochastic Differential Equation With Respect To Poisson-Driven Jump