Maximizing visibility of objects

M. Miah
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Abstract

In recent years, there has been significant interest in the development of ranking functions and efficient top-k retrieval algorithms to help users in ad-hoc search and retrieval in databases (e.g., buyers searching for products in a catalog). We introduce a complementary problem: how to guide a seller in selecting the best attributes of a new tuple (e.g., a new product) to highlight so that it stands out in the crowd of existing competitive products and is widely visible to the pool of potential buyers. We refer this problem as “attributes selection” problem. Package design based on user input is a problem that has also attracted recent interest. Given a set of elements, and a set of user preferences (where each preference is a conjunction of positive or negative preferences for individual elements), we investigate the problem of designing the most “popular package”, i.e., a subset of the elements that maximizes the number of satisfied users. Numerous instances of this problem occur in practice. We refer this later problem as “package design” problem. We develop several formulations of both the problems. Even for the NP-complete problems, we give several exact (optimal) and approximation algorithms that work well in practice. Our experimental evaluation on real and synthetic datasets shows that the optimal and approximate algorithms are efficient for moderate and large datasets respectively, and also that the approximate algorithms have small approximation error.
最大化对象的可见性
近年来,人们对开发排序函数和有效的top-k检索算法非常感兴趣,以帮助用户在数据库中进行特别搜索和检索(例如,买家在目录中搜索产品)。我们引入了一个互补问题:如何引导卖家选择一个新元组(例如,一个新产品)的最佳属性来突出,以便它在现有的竞争产品中脱颖而出,并对潜在的买家池广泛可见。我们把这个问题称为“属性选择”问题。基于用户输入的包装设计是最近引起人们兴趣的一个问题。给定一组元素和一组用户偏好(其中每个偏好是对单个元素的积极或消极偏好的结合),我们研究设计最“受欢迎的包”的问题,即最大化满意用户数量的元素子集。在实践中出现了许多这样的问题。我们把后面的问题称为“包装设计”问题。我们提出了这两个问题的几种表述。即使对于np完全问题,我们也给出了几个在实践中运行良好的精确(最优)和近似算法。我们在真实数据集和合成数据集上的实验评估表明,最优算法和近似算法分别对中等和大型数据集有效,并且近似算法具有较小的近似误差。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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