scholarly journals Who Has the Last Word? Understanding How to Sample Online Discussions

2021 ◽  
Vol 15 (3) ◽  
pp. 1-25
Author(s):  
Gioia Boschi ◽  
Anthony P. Young ◽  
Sagar Joglekar ◽  
Chiara Cammarota ◽  
Nishanth Sastry

In online debates, as in offline ones, individual utterances or arguments support or attack each other, leading to some subset of arguments (potentially from different sides of the debate) being considered more relevant than others. However, online conversations are much larger in scale than offline ones, with often hundreds of thousands of users weighing in, collaboratively forming large trees of comments by starting from an original post and replying to each other. In large discussions, readers are often forced to sample a subset of the arguments being put forth. Since such sampling is rarely done in a principled manner, users may not read all the relevant arguments to get a full picture of the debate from a sample. This article is interested in answering the question of how users should sample online conversations to selectively favour the currently justified or accepted positions in the debate. We apply techniques from argumentation theory and complex networks to build a model that predicts the probabilities of the normatively justified arguments given their location in idealised online discussions of comments and replies, which we represent as trees. Our model shows that the proportion of replies that are supportive, the distribution of the number of replies that comments receive, and the locations of comments that do not receive replies (i.e., the “leaves” of the reply tree) all determine the probability that a comment is a justified argument given its location. We show that when the distribution of the number of replies is homogeneous along the tree length, for acrimonious discussions (with more attacking comments than supportive ones), the distribution of justified arguments depends on the parity of the tree level, which is the distance from the root expressed as number of edges. In supportive discussions, which have more supportive comments than attacks, the probability of having justified comments increases as one moves away from the root. For discussion trees that have a non-homogeneous in-degree distribution, for supportive discussions we observe the same behaviour as before, while for acrimonious discussions we cannot observe the same parity-based distribution. This is verified with data obtained from the online debating platform Kialo. By predicting the locations of the justified arguments in reply trees, we can therefore suggest which arguments readers should sample, to grasp the currently accepted opinions in such discussions. Our models have important implications for the design of future online debating platforms.

Author(s):  
Nelson Antunes ◽  
Shankar Bhamidi ◽  
Tianjian Guo ◽  
Vladas Pipiras ◽  
Bang Wang

2019 ◽  
Vol 10 (1) ◽  
Author(s):  
Atticus E. L. Stovall ◽  
Herman Shugart ◽  
Xi Yang

Abstract Forest mortality is accelerating due to climate change and the largest trees may be at the greatest risk, threatening critical ecological, economic, and social benefits. Here, we combine high-resolution airborne LiDAR and optical data to track tree-level mortality rates for ~2 million trees in California over 8 years, showing that tree height is the strongest predictor of mortality during extreme drought. Large trees die at twice the rate of small trees and environmental gradients of temperature, water, and competition control the intensity of the height-mortality relationship. These findings suggest that future persistent drought may cause widespread mortality of the largest trees on Earth.


2015 ◽  
Vol 2015 ◽  
pp. 1-5 ◽  
Author(s):  
Tianshu Jiang ◽  
Mengzhe Zhou ◽  
Bi Shen ◽  
Wendi Xuan ◽  
Sijie Wen ◽  
...  

Bank crisis is grabbing more serious attention as several financial turmoils have broken out in the past several decades, which leads to a number of researches in this field. Comparing with researches carried out on basis of degree distribution in complex networks, this paper puts forward a mathematical model constructed upon dynamic systems, for which we mainly focus on the stability of critical point. After the model is constructed to describe the evolution of the banking market system, we devoted ourselves to find out the critical point and analyze its stability. However, to refine the stability of the critical point, we add some impulsive terms in the former model. And we discover that the bank crisis can be controlled according to the analysis of equilibrium points of the modified model, which implies the interference from outside may modify the robustness of the bank network.


Author(s):  
Johnny B. Allred

Digital tools and practices are becoming more integral to what happens in classrooms at all levels, so it is helpful to examine how teachers and students are utilizing technology during literacy practices. This chapter presents a review of research regarding instructional practices and classroom environments that cultivate purposeful use of technology for literacy development. Specifically, this chapter investigates aspects of online conversations that promote social construction of knowledge, reflective dialogue, and increased reading comprehension; it also provides insights for educators who seek to enhance or transform the structure of their students' online conversations about assigned readings. This review of research is guided by the following research questions: (a) What are the general affordances of online discussions? (b) What types of comments are students making in such discussions? and (c) What are the observed effects of online discussions on reading comprehension?


2010 ◽  
Vol 20 (03) ◽  
pp. 753-763 ◽  
Author(s):  
J. A. ALMENDRAL ◽  
I. LEYVA ◽  
I. SENDIÑA-NADAL ◽  
S. BOCCALETTI

In natural systems, many processes can be represented as the result of the interaction of self-sustained oscillators on top of complex topological wirings of connections. We review some of the main results on the setting of collective (synchronized) behaviors in globally and locally identical coupled oscillators, and then discuss in more detail the main formalism that gives the necessary condition for the stability of a synchronous motion. Finally, we also briefly describe a case of a growing network of nonidentical oscillators, where the growth process is entirely guided by dynamical rules, and where the final synchronized state is accompanied with the emergence of a specific statistical feature (the scale-free property) in the network's degree distribution.


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