Computing and Combinatorics

.- Approximation Algorithms.
.- Improved Approximation Algorithms for Combinatorial Contracts with Type Constraints.
.- Approximation Algorithms for the Maximum Connected Submodular Functions.
.- Approximating per-scenario bound for the two-stage stochastic facility location problem.
.- Bilevel adversarial scheduling problem on parallel machines.
.- A Randomized FPT Approximation Algorithm for Sorting Unsigned Genomes by Translocations: Breaking the 1.375 Approximation Barrier.
.- On Online Approximation Algorithms for Two-Stage Bins.
.- An Improved Approximation Algorithm for the Minimum k-Star Partition Problem.
.- Doubly Constrained Fair Clustering for General p-Norms.
.- Combinatorial Optimization
.- Discrete Effort Distribution via Regret-Enabled Greedy Algorithm.
.- Improving Local Search for Weighted Partial MaxSAT by Initializing with Historical Information.
.- Regularized Submodular Maximization over Integer Lattice.
.- Adaptive Weighting-based Local Search for Route Number Minimization for Vehicle Routing Problem with Time Windows.
.- Computational Complexity.
.- Hunting a rabbit is hard.
.- A Nearly-4 log n Depth Lower Bound for Formulas With Restriction on Top.
.- Average-Case Deterministic Query Complexity of Boolean Functions with Fixed Weight.
.- Optimal Framework for Clustering with Noisy Queries.
.- Computational Geometry.
.- Minimum-Membership Geometric Dominating Set: Complexity and Algorithms.
.- New Lower Bound and Algorithm for Online Geometric Hitting Set Problem.
.- Erd-os-Szekeres Maker-Breaker Games.
.- Minimum Membership Geometric Set Cover in the Continuous Setting.
.- Economics and Computation.
.- On the Distortion of Multi-winner Election Using Single-Candidate Ballots.
.- Fair and Efficient Graphical Resource Allocation with Matching-Induced Utilities.
.- Equivalence of Connected and Peak-Pit Maximal Condorcet Domains.
.- On the Oscillations in Cournot Games with Best Response Strategies.
.- Simultaneous All-Pay Auctions with Budget Constraints.
.- Online Budget Allocation Maximization Problem on Two Uniform Machines with a Common Due Date.