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Determining Probability of Importance of Features in a Sketch

机译:确定素描中特征的重要性概率

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摘要

Sketches can be categorized as personal, shared, persuasive, and handover sketches. Depending on each category, their level of ambiguity also varies. The applications of sketches include conceptual design, eliciting user preferences, shape retrieval, and sketch-based modeling (SBM). There is a need for quantification of uncertainty in sketches in mapping of sketches to three-dimensional (3D) models in sketch-based modeling, in eliciting user preferences, and in tuning the level of uncertainty in sketches at the conceptual design stage. This paper investigates the role of probability of importance in quantifying the level of uncertainty in sketches by raising the following three research questions: How are the features in a sketch ranked? What is the probability of importance of features in a sketch? What is the level of uncertainty in a sketch? This paper presents an improved framework for uncertainty quantification in sketches. The framework is capable of identifying and ranking the features in the sketch, determining their probability of importance, and finally quantifying the level of uncertainty in the sketch. Ranking the features of a sketch is performed by a hierarchical approach, whereas probability of importance is determined by assessing the probability of likeliness using a shape matching approach and a probability transformation. Quantification of uncertainty is accomplished by using the principle of normalization of entropy. A case study of a bicycle sketch is used to demonstrate that the framework eliminates the need of expert input in assessment of uncertainty in sketches and, hence, can be used by design practitioners with limited experience.
机译:草图可以被分类为个人,共享,说服力和切换草图。根据每个类别,它们的歧义水平也有所不同。草图的应用包括概念设计,引出用户偏好,形状检索和基于草图的建模(SBM)。在诱导用户偏好中,在诱因用户偏好中,在诱惑用户偏好方面的三维(3D)模型中的草图中的草图中的映射中的草图中的不确定性本文通过提高以下三个研究问题来调查重要性在量化草图中的不确定性水平:素描中的特征如何排名?素描中功能重要性是什么?草图中的不确定性程度是多少?本文提出了一种改进的草图中不确定性量化框架。该框架能够识别和排列草图中的特征,确定它们的重要性概率,最后定量草图中的不确定性水平。通过分层方法对草图的特征进行排序,而使用形状匹配方法和概率变换来评估似然概率和概率变换,确定重要性的概率。通过使用熵的归一化原则来实现不确定性的量化。对自行车素描的案例研究旨在证明该框架消除了在评估草图中评估不确定性的专家投入的需要,因此,设计从业者可以使用有限的经验。

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