Yazar "AAN-9386-2020" için Mühendislik Fakültesi / Faculty of Engineering listeleme
-
A Method for the Numerical Solution of a Boundary Value Problem for a Linear Differential Equation with Interval Parameters
Gasilov, Nizami A.; Kaya, Mujdat (2019)In many real life applications, the behavior of the system is modeled by a boundary value problem (BVP) for a linear differential equation. If the uncertainties in the boundary values, the right-hand side function and the ... -
A New Approach to a Fuzzy Time-Optimal Control Problem
Amrahov, S. Emrah; Gasilov, N. A.; Fatullayev, A. G. (2014)In this paper, we present a new approach to a time-optimal control problem with uncertainties. The dynamics of the controlled object, expressed by a linear system of differential equations, is assumed to be crisp, while ... -
Numerical solution of linear inhomogeneous fuzzy delay differential equations
Fatullayev, A.G.; Gasilov, Nizami A.; Amrahov, Sahin Emrah (2019)We investigate inhomogeneous fuzzy delay differential equation (FDDE) in which initial function and source function are fuzzy. We assume these functions be in a special form, which we call triangular fuzzy function. We ... -
On differential equations with interval coefficients
Gasilov, Nizami A.; Amrahov, Sahin Emrah (2019)In this study, a new approach is developed to solve the initial value problem for interval linear differential equations. In the considered problem, the coefficients and the initial values are constant intervals. In the ... -
Solution Method For A Non-Homogeneous Fuzzy Linear System Of Differential Equations
Gasilov, Nizami A.; Fatullayev, Afet Golayoglu; Amrahov, Sahin Emrah (2018)In this paper, we propose a new solution method to non-homogeneous fuzzy linear system of differential equations. The coefficients of the considered system are crisp while forcing functions and initial values are fuzzy. ... -
Solving A Nonhomogeneous Linear System of Interval Differential Equations
Gasilov, Nizami A.; Amrahov, Sahin Emrah (2018)In most application problems, the exact values of the input parameters are unknown, but the intervals in which these values lie can be determined. In such problems, the dynamics of the system are described by an interval-valued ...