2,901 research outputs found
Analysis of Yelp Reviews
In the era of Big Data and Social Computing, the role of customer reviews and
ratings can be instrumental in predicting the success and sustainability of
businesses. In this paper, we show that, despite the apparent subjectivity of
user ratings, there are also external, or objective factors which help to
determine the outcome of a business's reviews. The current model for social
business review sites, such as Yelp, allows data (reviews, ratings) to be
compiled concurrently, which introduces a bias to participants (Yelp Users).
Our work examines Yelp Reviews for businesses in and around college towns. We
demonstrate that an Observer Effect causes data to behave cyclically: rising
and falling as momentum (quantified in user ratings) shifts for businesses.Comment: 24 pages, 20 figures and 5 table
Worship Environment in Kaniyan Koothu
People living in the countryside are the ones who preserve the cultural environment. Folk peoples and deities are indistinguishable. Storytelling has its place in folklore. These stories have been handed down orally for centuries by people living in the countryside and have been deeply ingrained in people's minds. Through various stories, different forms of worshipping the folk deities are clearly understood. The deity worship of the Kaniyan people is prominent in Southern Tamilnadu. The purpose of this article is to explore the elements of worship, the way of life of the people, and the socio-cultural changes through the use of Kaniyan Koothu Stories. This research paper was conducted from the psychological point of view that the worship of God is done to realize and fulfill the human needs based on the life of the folk people
On k-EP matrices
AbstractThe concept of k-EP matrix is introduced. Relations between k-EP and EP matrices are discussed. Necessary and sufficient conditions are determined for a matrix to be k-EPr
On k-EP matrices
AbstractThe concept of k-EP matrix is introduced. Relations between k-EP and EP matrices are discussed. Necessary and sufficient conditions are determined for a matrix to be k-EPr
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