Topic
Representation (systemics)
About: Representation (systemics) is a research topic. Over the lifetime, 33821 publications have been published within this topic receiving 475461 citations.
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TL;DR: In this paper, complete and transitive preferences that are convex and monotone were studied and a representation result was established, which is at the same time general and rich in structure.
252 citations
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06 Sep 2014TL;DR: This work learns a knowledge base (KB) using a Markov Logic Network (MLN) and shows that a diverse set of visual inference tasks can be done in this unified framework without training separate classifiers, including zero-shot affordance prediction and object recognition given human poses.
Abstract: Reasoning about objects and their affordances is a fundamental problem for visual intelligence. Most of the previous work casts this problem as a classification task where separate classifiers are trained to label objects, recognize attributes, or assign affordances. In this work, we consider the problem of object affordance reasoning using a knowledge base representation. Diverse information of objects are first harvested from images and other meta-data sources. We then learn a knowledge base (KB) using a Markov Logic Network (MLN). Given the learned KB, we show that a diverse set of visual inference tasks can be done in this unified framework without training separate classifiers, including zero-shot affordance prediction and object recognition given human poses.
252 citations
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252 citations
01 Jan 1988
TL;DR: In this paper, the authors transform the representation of monotone operators due to Krauss to a representation in terms of the subdifferentials of convex functions on the product of the space and its components.
Abstract: Vl e transform the representation of monotone operators due to Krauss to get a representation of monotone operators in terms of the subdifferentials of convex functions on the product of the space and its duat The convex functions representing maximal monotone operators satisfY a minimality condition.
252 citations
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252 citations