Mathematics has remarkable applications, not only in natural sciences, as well known, but also in social sciences. In this paper we shall analyze electoral and social choice systems from a mathematical point of view, paying particular attention to the paradoxical and inevitable aspects appearing in choice problems, which are emphasized by the use of mathematics. In the past these applications of mathematics in social sciences have led to Nobel prizes in economy. These subjects are an area of research which is nowadays still alive
In the frame of social choice, in the aggregation of preferences and more particularly in voting the...
Voting theory has been explored mathematically for the past three and a half centuries. A significan...
ELECTORAL SYSTEMS CLASSIFICATION is a case of scientific problem belonging both to political science...
The Mathematics of Elections and Voting takes an in-depth look at the mathematics in the context of...
We present some paradoxes concerning voting theory - both ap-portionment methods and elections of a ...
Voters today often desert a preferred candidate for a more viable second choice to avoid wasting the...
This textbook contains a rigorous exposition of the mathematical foundations of two of the most impo...
The Marquis de Condorcet, a French philosopher, mathematician, and political scientist, studied math...
Voting theory is a fascinating area of research involving mathematics, political scientists, and eco...
International audienceIn voting theory, analyzing the frequency of an event (e.g. a voting paradox),...
To explore how voting systems were derived throughout the years. To give an insight into how differe...
One way of computing the probability of a specific voting situation under the Im-partial Anonymous C...
Despite the many useful applications of power indices, the literature on power indices is raft with ...
Both theoretical and empirical aspects of single- and multi-winner voting procedures are presented i...
Despite the many useful applications of power indices, the literature on power in-dices is raft with...
In the frame of social choice, in the aggregation of preferences and more particularly in voting the...
Voting theory has been explored mathematically for the past three and a half centuries. A significan...
ELECTORAL SYSTEMS CLASSIFICATION is a case of scientific problem belonging both to political science...
The Mathematics of Elections and Voting takes an in-depth look at the mathematics in the context of...
We present some paradoxes concerning voting theory - both ap-portionment methods and elections of a ...
Voters today often desert a preferred candidate for a more viable second choice to avoid wasting the...
This textbook contains a rigorous exposition of the mathematical foundations of two of the most impo...
The Marquis de Condorcet, a French philosopher, mathematician, and political scientist, studied math...
Voting theory is a fascinating area of research involving mathematics, political scientists, and eco...
International audienceIn voting theory, analyzing the frequency of an event (e.g. a voting paradox),...
To explore how voting systems were derived throughout the years. To give an insight into how differe...
One way of computing the probability of a specific voting situation under the Im-partial Anonymous C...
Despite the many useful applications of power indices, the literature on power indices is raft with ...
Both theoretical and empirical aspects of single- and multi-winner voting procedures are presented i...
Despite the many useful applications of power indices, the literature on power in-dices is raft with...
In the frame of social choice, in the aggregation of preferences and more particularly in voting the...
Voting theory has been explored mathematically for the past three and a half centuries. A significan...
ELECTORAL SYSTEMS CLASSIFICATION is a case of scientific problem belonging both to political science...