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社会机器人规划问题

Planning Problems for Social Robots
课程网址: http://videolectures.net/icaps2011_tipaldi_robots/  
主讲教师: Gian Diego Tipaldi
开课单位: 弗莱堡大学
开课时间: 信息不详。欢迎您在右侧留言补充。
课程语种: 英语
中文简介:
随着机器人进入与人共享的环境,人类意识的规划和交互成为需要解决的关键任务。为了做到这一点,机器人需要对人类参与活动的地点和时间进行推理,并相应地计划他们的行动。本文首先通过学习一个非均匀空间泊松过程来解决这个问题,该过程的速率函数编码了人类在空间和时间中活动的发生概率。然后,我们提出了两个在社会环境中人机交互的规划问题。第一个问题是最大遭遇概率规划问题,机器人的目标是寻找路径,使遭遇人的概率最大化。我们对这个问题的两个版本感兴趣,即有期限或有确定的配额。第二个问题是最小干扰覆盖问题,即机器人以社会兼容的方式执行覆盖任务,减少对人造成的阻碍或烦恼。一个例子是一个吵闹的真空机器人,它必须覆盖整个公寓,因为在午餐时间,厨房是一个不好清洁的地方。从形式上讲,这些问题是已知规划问题的时间依赖变体:第一个问题的MDP和价格收集TSP,第二个问题的TSP不对称。面临的挑战是弧和节点的成本函数随时间而变化,考虑到机器人系统的实时约束,执行时间比优化更重要。我们使用已知规划者的变体呈现实验结果,并将这些问题作为社区的基准。
课程简介: As robots enter environments that they share with people, human-aware planning and interaction become key tasks to be addressed. For doing so, robots need to reason about the places and times when and where humans are engaged into which activity and plan their actions accordingly. In this paper, we first address this issue by learning a non homogenous spatial Poisson process whose rate function encodes the occurrence probability of human activities in space and time. We then present two planning problems for human robot interaction in social environments. The first one is the maximum encounter probability planning problem, where a robot aims to find the path along which the probability of encountering a person is maximized. We are interested in two versions of this problem, with deadlines or with a certainty quota. The second one is the minimum interference coverage problem, where a robot performs a coverage task in a socially compatible way by reducing the hindrance or annoyance caused to people. An example is a noisy vacuum robot that has to cover the whole apartment having learned that at lunch time the kitchen is a bad place to clean. Formally, the problems are time dependent variants of known planning problems: MDPs and price collecting TSP for the first problem and the asymmetric TSP for the second. The challenge is that the cost functions of the arcs and nodes vary with time, and that execution time is more important that optimality, given the real-time constraints in robotic systems. We present experimental results using variants of known planners and formulate the problems as benchmarks to the community.
关 键 词: 计算机科学; 机器人; 人机交互
课程来源: 视频讲座网
最后编审: 2019-11-16:cwx
阅读次数: 52