Over the last three decades, the online bipartite matching (OBM) problem has emerged as a central problem in the area of Online Algorithms. Perhaps even more important is its role in the area of Matching-Based Market Design.
Partial function extension is a basic problem that underpins multiple research topics in optimization, including learning, property testing, and game theory.
Algebraic Complexity Theory is a field in which one studies complexity theoretic questions surrounding algebraic objects. In this talk we will be broadly discussing two such problems.
Many low- and middle-income countries face limited supply of vaccines. In such situations it is imperative to devise vaccination rollout strategies that maximize the cost-effectiveness of these limited vaccine stocks.
In a secure multi-party computation problem, players are required to compute a function of their private inputs without revealing any extra information about this input to other players.
You have n candidates to fill up n vacant positions in an office. The question is which candidate gets which position? To decide this, you ask non-candidates to vote. There are n!
A Simple Stochastic Game is a game with a reachability objective played by two players on a directed graph. Each vertex of the graph is either controlled by one of the players or is a probabilistic vertex.
The Minimum Circuit Size problem is a fundamental problem in theoretical computer science, connecting cryptography, learning theory, structural complexity, etc., One of the longstanding open problems is whether determining the size of a smallest c