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Evolutionary approaches for surgical path planning: A quantitative study on Deep Brain Stimulation

机译:手术路径规划的进化方法:深部脑刺激的定量研究

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Path planning for surgical tools in minimally invasive surgery is a multi-objective optimization problem consisting in searching the best compromise between multiple placement constraints to find an optimal insertion point for the tool. Many works have been proposed to automate the decision-making process. Most of them use an aggregative approach that transforms the problem into a mono-objective problem. However, despite its intuitiveness, this approach is known for its incapacity to find all optimal solutions. After a previous clinical study in which we pointed out the interest of introducing MOEAs to neurosurgery [12], in this work, we aim at maximizing the range of optimal solutions proposed to the surgeon. Our study compares three different optimization approaches: an aggregative method using a weighted sum of the multiple constraints, an evolutionary multi-objective method, and an exhaustive dominance-based method used as ground truth. For each approach, we extract the set of all optimal insertion points based on dominance rules, and analyze the common and differing solutions by comparing the surfaces they cover. The experiments have been performed on 30 images datasets from patients who underwent a Deep Brain Stimulation electrode implant in the brain. It can be observed that the areas covered by the optimal insertion points obtained by the three methods differ significantly. The obtained results show that the traditional weighted sum approach is not sufficient to find the totality of the optimal solutions. The Pareto-based approaches provide extra solutions, but neither of them could find the complete optimal solution space. Further works should investigate either hybrid or extended methods such as adaptive weighted sum, or hybrid visualization of the solutions in the GUI.
机译:在微创外科手术中,手术工具的路径规划是一个多目标优化问题,其中包括在多个放置约束之间寻找最佳折衷方案,以找到该工具的最佳插入点。已经提出了许多使决策过程自动化的工作。他们中的大多数使用聚合方法将问题转换为单目标问题。但是,尽管直观,但这种方法因无法找到所有最佳解决方案而闻名。在先前的临床研究中,我们指出了将MOEAs引入神经外科的兴趣[12],在这项工作中,我们旨在最大程度地向外科医生提出最佳解决方案的范围。我们的研究比较了三种不同的优化方法:一种使用多个约束的加权总和的聚合方法,一种进化的多目标方法以及一种基于详尽无遗的基于优势的方法作为基础事实。对于每种方法,我们都基于优势规则提取所有最佳插入点的集合,并通过比较它们覆盖的表面来分析常见和不同的解决方案。该实验已在来自大脑中进行了深部脑刺激电极植入的患者的30个图像数据集上进行。可以观察到,通过三种方法获得的最佳插入点所覆盖的区域存在显着差异。获得的结果表明,传统的加权和方法不足以找到最优解的整体。基于Pareto的方法提供了额外的解决方案,但是它们都找不到完整的最佳解决方案空间。进一步的工作应研究混合方法或扩展方法,例如自适应加权和,或GUI中解决方案的混合可视化。

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