Patrick Doreian
Biographic Data
| ID | 3627920 |
|---|---|
| NAME | Patrick Doreian |
| GIVEN NAMES | Patrick |
| FAMILY NAME | Doreian |
| SIGNATURE | DOREIAN P |
| VERIFIED | No |
| TOTAL WORKS | 7 |
| TOTAL CITATIONS | 5 |
| AUTHOR COUNT | 6 |
| EDITOR COUNT | 1 |
| FIRST PUBLICATION YEAR | 1998 |
| LATEST PUBLICATION YEAR | 2018 |
| H-INDEX | 1 |
Deterministic Blockmodeling of Two-Mode Binary Networks Using a Two-Mode KL -Median Heuristic
Deterministic blockmodeling of a two-mode binary network matrix based on structural equivalence is a well-known problem in the social network literature. Whether implemented in a standalone fashion, or embedded within a metaheuristic framework, a popular relocation heuristic (RH) has served as the principal solution tool for this problem. In this paper, we establish that a two-mode KL -median heuristic (TMKLMedH) seeks to optimize the same criter…
Structural Balance and Signed International Relations
We use balance theoretic ideas to study the dynamics of the international system of nations in a network of signed relations from 1946 through 1999. Using the Correlates of War data for this period, we apply pre-specified signed blockmodeling to characterize the fundamental structure of this network. Even though the system expanded greatly with many ties being created and/or destroyed, the basic structure remained the same but with new positions …
Testing two theories for generating signed networks using real data
Multiple social processes generate social network structures. We use relaxed structural balance, a generalization of classic structural balance, to facilitate a direct comparative test of two social psychological theories regarding network generation. One is structural balance theory. The other concerns differential popularity. These theories predict distinctive signed blockmodels. We use two well known empirical temporal signed data sets present…
Evolution of Social Networks
Modeling the evolution of networks is central to our understanding of modern large communication systems, such as the World-Wide-Web, as well as economic and social networks.The research on social and economic networks is truly interdisciplinary and the number of modeling strategies and concepts is enormous.In this survey we present some modeling approaches, covering classical random graph models and game-theoretic models, which may be used to pr…
Models and Methods in Social Network Analysis
Generalized Blockmodeling (Structural Analysis in the Social Sciences)
The problem of solidarity
Structural Balance and Signed International Relations
We use balance theoretic ideas to study the dynamics of the international system of nations in a network of signed relations from 1946 through 1999. Using the Correlates of War data for this period, we apply pre-specified signed blockmodeling to characterize the fundamental structure of this network. Even though the system expanded greatly with many ties being created and/or destroyed, the basic structure remained the same but with new positions …
Deterministic Blockmodeling of Two-Mode Binary Networks Using a Two-Mode KL -Median Heuristic
Deterministic blockmodeling of a two-mode binary network matrix based on structural equivalence is a well-known problem in the social network literature. Whether implemented in a standalone fashion, or embedded within a metaheuristic framework, a popular relocation heuristic (RH) has served as the principal solution tool for this problem. In this paper, we establish that a two-mode KL -median heuristic (TMKLMedH) seeks to optimize the same criter…
The problem of solidarity
Generalized Blockmodeling (Structural Analysis in the Social Sciences)
Models and Methods in Social Network Analysis
Evolution of Social Networks
Modeling the evolution of networks is central to our understanding of modern large communication systems, such as the World-Wide-Web, as well as economic and social networks.The research on social and economic networks is truly interdisciplinary and the number of modeling strategies and concepts is enormous.In this survey we present some modeling approaches, covering classical random graph models and game-theoretic models, which may be used to pr…
Testing two theories for generating signed networks using real data
Multiple social processes generate social network structures. We use relaxed structural balance, a generalization of classic structural balance, to facilitate a direct comparative test of two social psychological theories regarding network generation. One is structural balance theory. The other concerns differential popularity. These theories predict distinctive signed blockmodels. We use two well known empirical temporal signed data sets present…
Structural Balance and Signed International Relations
We use balance theoretic ideas to study the dynamics of the international system of nations in a network of signed relations from 1946 through 1999. Using the Correlates of War data for this period, we apply pre-specified signed blockmodeling to characterize the fundamental structure of this network. Even though the system expanded greatly with many ties being created and/or destroyed, the basic structure remained the same but with new positions …
Deterministic Blockmodeling of Two-Mode Binary Networks Using a Two-Mode KL -Median Heuristic
Deterministic blockmodeling of a two-mode binary network matrix based on structural equivalence is a well-known problem in the social network literature. Whether implemented in a standalone fashion, or embedded within a metaheuristic framework, a popular relocation heuristic (RH) has served as the principal solution tool for this problem. In this paper, we establish that a two-mode KL -median heuristic (TMKLMedH) seeks to optimize the same criter…
Computer Science (6 works) · Mathematics (4 works) · Complex Network Analysis Techniques (3 works) · Data science (3 works) · Social networks (3 works) · Data mining (2 works) · Econometrics (2 works) · Evolutionary Game Theory and Cooperation (2 works) · Mathematical models (2 works) · Methodology (2 works)