Determination Of Suitable Parameters Research Articles

THE TRAVELING WAVE SOLUTIONS OF THE CONFORMABLE TIME-FRACTIONAL ZOOMERON EQUATION BY USING THE MODIFIED EXPONENTIAL FUNCTION METHOD

The present study focuses on the acquisition of traveling wave solutions associated with the conformable time-fractional Zoomeron equation through the utilization of the modified exponential function method (MEFM). The solution functions derived from mathematical computations encompass hyperbolic, trigonometric, and rational functions. Various graphical representations, such as 2D, 3D, contour graphs, and density graphs, are utilized to visually depict the distinct features of the solution functions derived from the determination of suitable parameters.

NGHIÊN CỨU BÀI TOÁN LẬP LỊCH BIỂU THEO HƯỚNG TIẾP CẬN MỤC TIÊU, ÁP DỤNG CHO TRƯỜNG ĐẠI HỌC

This paper focuses on researching, analyzing, and evaluating universities scheduling problem which requires scheduling multiple classes, different teachers and classrooms, along with various constraints such as teacher's teaching hours, classroom capacity, and other resources. In order to solve this problem, Tabu search algorithm has been proposed, which based on searching for the best solutions for adaptive memory and reactive exploration. The constraints and limitations of the problem will be used to create a list of Tabu conditions to ensure that non-optimal solutions will not be repeated. After initializing and updating the adaptive memory, the Tabu search algorithm will search for the next solutions based on the Tabu conditions and adaptive memory. In this way, the Tabu search algorithm can find optimal solutions for this scheduling problem for universities. However, there are many challenges and limitations in the application of this algorithm, such as the large number of constraints to be follow, the determination of suitable parameters, and the dependence on the programmer's experience