Содержание
- 2. Higher School of Economics , Moscow, 2016 Outline Problem statement Centrality measures Classical centralities Shapley value
- 3. Higher School of Economics , Moscow, 2016 Problem statement To identify key players and to detect
- 4. Higher School of Economics , Moscow, 2016 Centrality measures (Classical) photo Degree [Newman 2010] Eigenvector [Bonacich
- 5. Higher School of Economics , Moscow, 2016 Centrality measures (Shapley value)
- 6. Higher School of Economics , Moscow, 2016 Shapley value calculation Exact: Direct enumeration Generating functions [Wilf
- 7. Higher School of Economics , Moscow, 2016 Conclusion Key nodes in a network Network centrality measures
- 8. Higher School of Economics , Moscow, 2016 Current results and future work Current results: Random permutations
- 9. Higher School of Economics , Moscow, 2016 References Algaba et. al.: Computing power indices in weighted
- 11. Скачать презентацию