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首页> 外文期刊>Evolutionary Computation, IEEE Transactions on >The Transferability Approach: Crossing the Reality Gap in Evolutionary Robotics
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The Transferability Approach: Crossing the Reality Gap in Evolutionary Robotics

机译:可转移性方法:跨越进化机器人中的现实鸿沟

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摘要

The reality gap, which often makes controllers evolved in simulation inefficient once transferred onto the physical robot, remains a critical issue in evolutionary robotics (ER). We hypothesize that this gap highlights a conflict between the efficiency of the solutions in simulation and their transferability from simulation to reality: the most efficient solutions in simulation often exploit badly modeled phenomena to achieve high fitness values with unrealistic behaviors. This hypothesis leads to the transferability approach, a multiobjective formulation of ER in which two main objectives are optimized via a Pareto-based multiobjective evolutionary algorithm: 1) the fitness; and 2) the transferability, estimated by a simulation-to-reality (STR) disparity measure. To evaluate this second objective, a surrogate model of the exact STR disparity is built during the optimization. This transferability approach has been compared to two reality-based optimization methods, a noise-based approach inspired from Jakobi's minimal simulation methodology and a local search approach. It has been validated on two robotic applications: 1) a navigation task with an e-puck robot; and 2) a walking task with a 8-DOF quadrupedal robot. For both experimental setups, our approach successfully finds efficient and well-transferable controllers only with about ten experiments on the physical robot.
机译:现实的差距通常会导致仿真中发展的控制器一旦转移到物理机器人上后效率低下,仍然是进化机器人技术(ER)中的关键问题。我们假设这一差距突出了仿真解决方案的效率与它们从仿真到现实的可移植性之间的冲突:仿真中最有效的解决方案通常利用不良建模的现象来获得具有不现实行为的高适应性值。这一假设导致了可转移性方法,即ER的多目标制定,其中两个主要目标通过基于Pareto的多目标进化算法进行了优化:1)适应性; 2)通过真实性模拟(STR)差异度量估算的可传递性。为了评估第二个目标,在优化过程中建立了精确STR差异的替代模型。将该可转移性方法与两种基于现实的优化方法进行了比较,这是一种基于噪声的方法,该方法受Jakobi的最小仿真方法的启发,并采用了局部搜索方法。它已经在两个机器人应用程序上得到了验证:1)使用e-puck机器人的导航任务; 2)使用8自由度四足机器人进行步行任务。对于这两个实验设置,我们的方法仅在物理机器人上进行了大约十次实验,才能成功找到高效且可转移的控制器。

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