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[Audio] Good morning everyone! Today I'm here to talk about Hill Climbing, an algorithm used by Artificial Intelligence to help find the best possible solution for a given problem. I will walk you through the advantages and disadvantages of this algorithm, and explain how it works. Let's get started!.

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[Audio] Hill climbing is a heuristic search algorithm often used in Artificial Intelligence to find an optimal solution to a given problem. Starting from an initial state, it moves in the direction of increasing the value of the objective function, exploring its neighboring states until a local maximum is found, meaning a point where no further improvement can be made. To learn more, proceed to the next slide..

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abstract. )bjectist function shoulder Global maximum Local maximum "flat" local maximum State ('urrent state.

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[Audio] Hill Climbing is an heuristic optimization technique used to ascend a mathematical landscape. It is a type of mathematical optimization technique that steps through a sequence of solutions, making local improvements on each step. There are three variations of Hill Climbing: Simple Hill Climbing, Steepest Ascent Hill Climbing, and Stochastic Hill Climbing. Simple Hill Climbing selects the neighbor with the closest solution to the goal, Steepest Ascent Hill Climbing chooses the neighbor with the highest quality solution, and Stochastic Hill Climbing randomly selects the next best neighbor from a given set of possible solutions..

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[Audio] Hill Climbing is an optimization technique that seeks to find the maximum value of an objective function. It involves representing the problem graphically using a state-space diagram, showing all the states that the search algorithm can reach as well as the value of the objective function in each state. The goal is to reach a state where the objective function has its global maximum, which is the best solution the algorithm can find..

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abstract. slwuldd maumum "flat". X-axis: denotes the state space ie states or configuration our algorithm may reach. Y-axis: denotes the values of objective function corresponding to a particular state..

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[Audio] Hill Climbing is a powerful optimization algorithm that employs a simple and intuitive approach to efficiently locate local optima. It is especially useful for quickly obtaining a good solution for a wide variety of optimization problems..

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[Audio] Hill Climbing is an algorithm useful for solving optimization problems, however, there are also some drawbacks. It can be trapped in a local optimum, be affected by the starting solution chosen, and is not extensive in exploring its search space, thus hampering its ability to find solutions more efficiently. Thank you for listening..