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2019 A New Nonparametric Test For Testing Equality of Locations Against Umbrella Alternatives

In this study, a nonparametric new test is proposed to test the hypothesis of equality of locations against umbrella alternatives. The Shan test for ordered alternatives is adapted to the umbrella alternatives. This test can be considered as an extension of the sign test and the Wilcoxon signed rank test. By a comprehensive simulation study, the proposed test is compared with the Mack-Wolfe and Hettmansperger and Norton tests in terms of type I error rate and power. The simulation results showed that all tests ensured the Bradley's robustness criteria for type I error rate. The power comparison results indicated that the proposed test gives better results than the other tests.

International Data Science & Engineering Symposium
IDSES

Bülent ALTUNKAYNAK Hamza GAMGAM Merve BAĞÇACI

423 284
Subject Area: Engineering Broadcast Area: International Type: Oral Paper Language: English
2019 Multi-Objective Optimization of Hard Turning: Non-Dominated Sorting Genetic Algorithm-II Approach

Multi-objective optimization problems allow multiple purpose to be simultaneously optimized. The nondominated sorting genetic algorithm II (NSGA-II), which is one of the most effective multi-objective heuristic methods in the solution of multi-objective optimization problems, is widely used in the literature. NSGA-II obtains a Pareto optimal solutions, known as a set of dominant solutions without requiring any prior knowledge in one run. The NSGA-II is more useful than the classical genetic algorithm, minimizing the computational complexity by calculating the fast dominated sorting approach and the crowded distance without having to repeat for each solution. In this study, NSGA-II method was used to optimize the cutting parameters of hard materials turning. In the experimental studies, the regression models based on the cutting velocity, feed rate and depth of cut parameters represent three different objective functions. This optimization problem, which has five objective functions with three variables, has been discussed by NSGA-II method. The optimal solution of these functions is to use the NSGA-II method to find the most suitable set of Pareto solutions. The solutions obtained by using NSGAII method have been found to be successful in multi-objective optimization problems. In addition, decision makers from the optimal solutions can choose the most suitable solution according to their importance in the objective functions.

International Data Science & Engineering Symposium
IDSES

Ahmet KOCATÜRK Bülent ALTUNKAYNAK

315 262
Subject Area: Engineering Broadcast Area: International Type: Oral Paper Language: English