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A Novel Multi-Swarm Particle Swarm Optimization Algorithm Applied in Active Contour Model

机译:应用在活动轮廓模型中的一种新型多群粒子群优化算法

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PSO (particle swarm optimization) algorithm provides a robust and efficient approach for searching for the object's concavities with the snake model.However, since single particle swarm optimization algorithm converges slowly and easily converges to local optima, it is not suitable well to be applied in active contour model directly. In this paper, a novel multi-swarm particle swarm optimization method was proposed to solve this problem. The proposed algorithm could expand the control point of the searching area and optimize convergence speed. It sets swarm for each control point and then every swarm search best point collaboratively through shared information, so it avoids the premature deficiency in traditional PSO algorithm. Compared our proposed algorithm with traditional algorithm, the experimental results showed that our method has superior performance than conventional snake model without spending extra time.
机译:PSO(粒子群优化)算法提供了一种稳健而有效的方法,可以使用蛇模型搜索对象的凹面。然而,由于单粒子群优化算法缓慢而容易地收敛到本地Optima,因此不适用于应用直接活动轮廓模型。本文提出了一种新型多群粒子群优化方法来解决这个问题。该算法可以扩展搜索区域的控制点并优化收敛速度。它为每个控制点设置群体,然后通过共享信息协同搜索每个群搜索最佳点,因此它避免了传统PSO算法的过早缺陷。与传统算法的提议算法相比,实验结果表明,我们的方法比传统蛇模型具有优异的性能,而无需花费额外的时间。

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