The classical house allocation problem involves assigning n houses (or items) to n agents
according to their preferences. A key criterion in such problems is satisfying some fairness …

The classical house allocation problem involves assigning $ n $ houses (or items) to $ n $
agents according to their preferences. A key criterion in such problems is satisfying some …

Majority illusion occurs in a social network when the majority of the network vertices belong
to a certain type but the majority of each vertex's neighbours belong to a different type …

The forecasting of presidential election results (PERs) is a very complex problem due to the
diversity of electoral factors and the uncertainty involved. The use of a hybrid approach …

Consider a graph G, which represents a social network, and assume that initially each node
is either blue or white (corresponding to its opinion on a certain topic). In each round, all …

Majority Illusion is a phenomenon in social networks wherein the decision by the majority of
the network is not the same as one's personal social circle's majority, leading to an incorrect …

Majority illusion occurs in a social network when the majority of the network nodes belong to
a certain type but each node's neighbours mostly belong to a different type, therefore …

The problems in deciding the popular vote in electoral campaigns are constant in all
countries of the world, especially in underdeveloped ones. The objective of this research is …

Abstract The Condorcet Jury Theorem (CJT) is considered one of the cornerstones of the
wisdom of the crowd, ie the idea that large groups of people are better at tracking the truth …

The selection of a nominee by a group of players in the process of selecting a winner is
present in many contexts. In sports, it is a major strategic problem to select the best team …