Maria Shoaib - Academia.edu (original) (raw)
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Papers by Maria Shoaib
This paper describes the use of a Genetic Algorithm (GA) for the problem of Offline Point-to-Poin... more This paper describes the use of a Genetic Algorithm (GA) for the problem of Offline Point-to-Point Autonomous Mobile Robot Path Planning. The problem consist of generating "valid" paths or trajectories, for an Holonomic Robot to use to move from a starting position to a destination across a flat map of a terrain, represented by a two dimensional grid, with obstacles and dangerous ground that the Robot must evade. This means that the GA optimizes possible paths based on two criteria: length and difficulty. First, we decided to use a conventional GA to evaluate its ability to solve this problem (using only one criteria for optimization). Due to the fact that we also wanted to optimize paths under two criteria or objectives, then we extended the conventional GA to implement the ideas of Pareto optimality, making it a Multi Objective Genetic Algorithm (MOGA). We describe useful performance measures and simulation results of the conventional GA and of the MOGA that show that both types of Genetic Algorithms are effective tools for solving the point-to-point path planning problem.
This paper describes the use of a Genetic Algorithm (GA) for the problem of Offline Point-to-Poin... more This paper describes the use of a Genetic Algorithm (GA) for the problem of Offline Point-to-Point Autonomous Mobile Robot Path Planning. The problem consist of generating "valid" paths or trajectories, for an Holonomic Robot to use to move from a starting position to a destination across a flat map of a terrain, represented by a two dimensional grid, with obstacles and dangerous ground that the Robot must evade. This means that the GA optimizes possible paths based on two criteria: length and difficulty. First, we decided to use a conventional GA to evaluate its ability to solve this problem (using only one criteria for optimization). Due to the fact that we also wanted to optimize paths under two criteria or objectives, then we extended the conventional GA to implement the ideas of Pareto optimality, making it a Multi Objective Genetic Algorithm (MOGA). We describe useful performance measures and simulation results of the conventional GA and of the MOGA that show that both types of Genetic Algorithms are effective tools for solving the point-to-point path planning problem.