Anirban Dasgupta 2026-11-05
Anirban Dasgupta studies algorithms for large datasets, networks and related learning problems. His IIT Gandhinagar profile identifies large-scale data algorithms and social networks among his research interests.[ref]
He coauthored The Price of Stability for Network Design with Fair Cost Allocation by Elliot Anshelevich and others and Near-Optimal Network Design with Selfish Agents by Elliot Anshelevich and others. These works connect network optimization with individual route choices. A centrally cheap collection of paths may fail to persist if users can reduce their own payments by switching; conversely, a stable collection need not minimize the total cost.[ref]
The algorithmic challenge is to control both quantities at once: computational work required to find a network and inefficiency introduced by decentralized decisions. That is a concrete bridge between approximation guarantees and strategic behavior.
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Anirban Dasgupta, portrait identified by the linked author, institutional or Commons source
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Tom Wexler 2026-11-05
Tom Wexler works on approximation algorithms, game theory and networks. The author information accompanying Near-Optimal Network Design with Selfish Agents by Elliot Anshelevich and others identifies these research interests and his association with Denison University. It also verifies that this is the coauthor of the strategic network-design work.[ref]
A simple shared-cost example illustrates the kind of incentive question involved. Suppose each of two users can buy a private link costing four or use a common link costing six, split equally if both use it. Both choosing the common link is stable and costs six overall. Both choosing private links is also stable: switching alone to the common link would cost six rather than four. The latter arrangement costs eight despite having no profitable unilateral move.
The contrast motivates separate analysis of the best and worst Nash equilibria. Network-design work asks how cost-allocation rules and algorithms can find efficient stable outcomes, rather than assuming every stable outcome is socially cheapest.[ref]
Figure 1.
Tom Wexler, portrait identified by the linked author, institutional or Commons source
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