Razmjooy, N., Ramezani, M.: Analytical solution for optimal controller by the next type Chebyshev polynomials expansion. Razmjooy, N., Ramezani, M.: Robust optimal control of two-wheeled self-balancing robot with Chebyshev addition procedure. Razmjooy, N., Ramezani, 먹튀사이트 M.: A better quantum evolutionary algorithm based on invasive weed optimization. The presented technique is based on a period expansion of Chebyshev polynomials at which its coefficients are achieved by world cup optimization algorithm, as a new optimization algorithm. El-Gindy, T., El-Hawary, H., Salim, M., El-Kady, M.: A Chebyshev approximation for solving optimal control Issues. The suggested solution is based on condition parameterization, like the condition variable is approximated from the proposed period Chebyshev polynomials with unidentified period coefficients. Jaulin, L.: Applied Interval Analysis: With Examples in Parameter and state estimation. Alipouri, Y., Poshtan, J.: Strong minimum variance lower bound estimation by doubt modeling utilizing interval Type2 fuzzy set. Interval arithmetic is also utilized for developing the proposed procedure in the presence of uncertainties with just lower and upper boundaries of parameters. In the proposed method, the equation of movement, performance indicator, and boundary conditions have been changed into a algebraic equations.
The empirical model is formatted according to previous literature concentrated on forecasting countries’ success in the Olympics. Ashpazzadeh, E., Lakestani, M., Razzaghi, M.: Nonlinear constrained optimal control problems and hermite interpolant multiscaling functions. Sweaty feet from tough practices lead to a myriad of problems for your toes. After consulting his doctor, Lavine ceased the blood pressure medication he had been carrying for at least six months without any issues. Grounded in an exploration of urban development in the host town of Volgograd, this paper demonstrates the intersection of state-led development impulses, neoliberal rhetoric, and local demands resulted in a mega-event that highlighted a narrow form of development over more substantial interventions that could have benefited the host population more efficiently. Unlike a number of different mega-events, this World Cup was orchestrated from the central state, though using neoliberal rhetoric into legitimize a wide-ranging urban improvement program aimed at modernizing peripheral host towns. This paper investigates the preparations for its 2018 Men’s Football World Cup at Russia through the lens of neoliberal urban entrepreneurialism.
It has to be your very first move before you really go and purchase one. They have to be mindful to maintain the defensive form and balance the shield so they don’t abandon themselves vulnerable while not being involved with winning the ball back. The last results suggest that in order for nations to outperform their market and financial characteristics they must vigorously fund their own teams. This paper analyzes the results from the last 12 seasons of the FIS Alpine World Cup, to be able to explore what demographic and economic characteristics have the predictive power in determining success. Hosseini, H., Tousi, B., Razmjooy, N.: Application of fuzzy subtractive clustering for optimal passing performance of automatic production control in restructured power system. Madadi, A., Razmjooy, N., Ramezani, M.: Robust control of power system stabilizer using world cup optimization algorithm. Final results denoted that the presented multiobjective optimization algorithm enhances the standard of the image comparison and can show additional information and data toward the other than procedures. Razmjooy, N., Khalilpour, M., Ramezani M.: A new meta-heuristic optimization algorithm motivated by FIFA World Cup contests: theory and its application in PID design for AVR system.
Razmjooy, N., Ramezani, M., Nazari, E.: Using LQG/LTR best control method for car suspension system. The proposed method approximates the management and condition factors as a function of time. At length, by solving the research problem in the existence of interval uncertainties, the efficacy and efficacy of the proposed method are demonstrated. In this paper, an efficient numerical approach is designed for solving the research problem with interval uncertainties. Olegovna, O.V.: Interval optimal control problem in a Hilbert space. W. A.: Necessary requirement for optimal control problem with the interval-valued objective function. This method converts the problem into an optimization issue. Yuta, O., Kashima, K., Ohta, Y.: Iterative path integral approach to nonlinear stochastic optimum control under chemical poisson sound. Salem, N.B., Trimeche, K.: Mehler key changes related to Jacobi functions with respect to the dual variable. Astonishingly the snowfall variable was not significant. The results imply that GDP Per Capita is the most crucial factor when calling success.