A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations | Paper Citation Record

Observation 45502a72-eca4-4216-bf9c-4cb1fb115431 · outbound

This paper cites , title =.

A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations , title =

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations 2025 , booktitle = proc #

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations , title =

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Lift-and-Round to Improve Weighted Completion Time on Unrelated Machines , volume =

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Unresolved cited work

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Unresolved cited work

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This paper cites APX-hardness of maximizing Nash social welfare with indivisible items , url =.

A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations APX-hardness of maximizing Nash social welfare with indivisible items , url =

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This paper cites Algorithmic Fair Allocation of Indivisible Items: A Survey and New Questions , volume =.

A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Algorithmic Fair Allocation of Indivisible Items: A Survey and New Questions , volume =

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Fair allocation of indivisible goods: Improvements and generalizations , year =

Reference 9

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This paper cites A Constant-Factor Approximation for Nash Social Welfare with Subadditive Valuations , year =.

A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations A Constant-Factor Approximation for Nash Social Welfare with Subadditive Valuations , year =

Reference 10

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations CoRR , title =

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Fair and Truthful Mechanisms for Dichotomous Valuations , year =

Reference 12

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations , journal =

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This paper cites Fair Allocation of Indivisible Goods to Asymmetric Agents , volume =.

A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Fair Allocation of Indivisible Goods to Asymmetric Agents , volume =

Reference 14

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This paper cites Fair-Share Allocations for Agents with Arbitrary Entitlements , year =.

A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Fair-Share Allocations for Agents with Arbitrary Entitlements , year =

Reference 15

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Weighted Fairness Notions for Indivisible Items Revisited , year =

Reference 16

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This paper cites Picking sequences and monotonicity in weighted fair division , volume =.

A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Picking sequences and monotonicity in weighted fair division , volume =

Reference 17

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This paper cites A polynomial-time algorithm for computing a Pareto optimal and almost proportional allocation , volume =.

A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations A polynomial-time algorithm for computing a Pareto optimal and almost proportional allocation , volume =

Reference 18

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This paper cites Computing Fair and Efficient Allocations with Few Utility Values , year =.

A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Computing Fair and Efficient Allocations with Few Utility Values , year =

Reference 19

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Fair and efficient allocations of chores under bivalued preferences , year =

Reference 20

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations How to Fairly Allocate Easy and Difficult Chores , year =

Reference 21

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Voudouris , journal =

Reference 22

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Maximizing

Reference 23

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This paper cites A General Framework for Fair Allocation under Matroid Rank Valuations , year =.

A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations A General Framework for Fair Allocation under Matroid Rank Valuations , year =

Reference 24

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Complexity of approximating bounded variants of optimization problems , volume =

Reference 25

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Truthful and Fair Mechanisms for Matroid-Rank Valuations , year =

Reference 26

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Yankee Swap: a Fast and Simple Fair Allocation Mechanism for Matroid Rank Valuations , year =

Reference 27

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Fairness Towards Groups of Agents in the Allocation of Indivisible Items , year =

Reference 28

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Finding Fair and Efficient Allocations for Matroid Rank Valuations , volume =

Reference 29

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Minimal dependent sets , volume =

Reference 30

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations , isbn =

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Combinatorial Algorithm for Restricted Max-Min Fair Allocation , volume =

Reference 32

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Unresolved cited work

Reference 33

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Papadimitriou and Mihalis Yannakakis , journal =

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Submodular functions, matroids, and certain polyhedra , year =

Reference 35

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Fair Allocation of Indivisible Goods , year =

Reference 36

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Collective choice under dichotomous preferences , volume =

Reference 37

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Fair allocation of indivisible goods and chores , volume =

Reference 38

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Unresolved cited work

Reference 39

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Approximating Maximin Shares with Mixed Manna , year =

Reference 40

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Fairly Dividing Mixtures of Goods and Chores under Lexicographic Preferences , year =

Reference 41

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Fair and Efficient Allocations under Lexicographic Preferences , year =

Reference 42

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Weighted Notions of Fairness with Binary Supermodular Chores , year =

Reference 43

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations On Representatives of Subsets , volume =

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Approximating

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Fair Chore Division under Binary Supermodular Costs , year =

Reference 46

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Fair Allocation of Two Types of Chores , year =

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Kelso and Vincent P

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Combinatorial Auctions with Decreasing Marginal Utilities , year =

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations On the PTAS for Maximin Shares in an Indivisible Mixed Manna , year =

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Envy-free Relaxations for Goods, Chores, and Mixed Items

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations and Shah, Nisarg , issn =

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Single-Value Combinatorial Auctions and Algorithmic Implementation in Undominated Strategies , volume =

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations and Yazdanbod, Sadra , booktitle =

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Strategyproof Multi-Item Exchange under Single-Minded Dichotomous Preferences , volume =

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Observation c128f0ab-d6fa-444b-b772-be14a4b5afdc · outbound

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations On maximum weighted Nash welfare for binary valuations , volume =

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Observation 1b0e6aa2-29d7-4116-a41a-6c1bca7c0488 · outbound

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Approximating Nash Social Welfare Under Binary XOS and Binary Subadditive Valuations , year =

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Observation 4443d056-9cf2-4ac0-811f-235abfa290c6 · outbound

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Implementation in multidimensional dichotomous domains , volume =

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Observation 72f95385-3c35-4f72-9587-b7cb9749a635 · outbound

This paper cites Roth and Tayfun S.

A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Roth and Tayfun S

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Observation 9027ab2d-5c62-4235-9bfd-1b5ffc7f8e96 · outbound

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Mathematical Social Sciences , pages =

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Observation 84048bba-618e-4870-84b1-f56aed62949e · outbound

This paper cites Truthful and Fair Mechanisms for Matroid-Rank Valuations , year =.

A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Truthful and Fair Mechanisms for Matroid-Rank Valuations , year =

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Observation 3b13bff5-d49e-4291-8701-9159a28d5660 · outbound

This paper cites Finding Fair and Efficient Allocations , year =.

A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Finding Fair and Efficient Allocations , year =

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Observation 366d3163-9e38-4703-a29c-5f5a77e18dc0 · outbound

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Unresolved cited work

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Observation 064092f8-a5d7-46ac-9055-5f80021179a1 · outbound

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations and Mathieu, Claire and Nguyen, C

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Observation 51fcca46-09a8-4ac2-853b-3da878e82b40 · outbound

This paper cites Budgeted Allocations in the Full-Information Setting , year =.

A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Budgeted Allocations in the Full-Information Setting , year =

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Observation fc20a015-f2d1-4c08-9dd3-43095ca7c159 · outbound

This paper cites Approximation Algorithms for Budget-Constrained Auctions , year =.

A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Approximation Algorithms for Budget-Constrained Auctions , year =

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Observation 2706701a-5f2e-4b20-96a0-8c800052a588 · outbound

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Auctions with Budget Constraints , year =

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Observation 055dabd4-db9e-4d89-9858-9a349c6aaa44 · outbound

This paper cites An Improved Approximation Guarantee for the Maximum Budgeted Allocation Problem , year =.

A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations An Improved Approximation Guarantee for the Maximum Budgeted Allocation Problem , year =

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Observation 66cb90a8-ea06-4b3c-a008-1fc80eea0b04 · outbound

This paper cites On the Configuration LP for Maximum Budgeted Allocation , volume =.

A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations On the Configuration LP for Maximum Budgeted Allocation , volume =

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Observation c7d67433-9612-4bb7-a849-085ee0deae92 · outbound

This paper cites Fair and Efficient Allocations of Chores under Bivalued Preferences , type =.

A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Fair and Efficient Allocations of Chores under Bivalued Preferences , type =

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Observation bf6cfdc2-744f-4401-9b39-5d47397b82b9 · outbound

This paper cites How to Fairly Allocate Easy and Difficult Chores , volume =.

A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations How to Fairly Allocate Easy and Difficult Chores , volume =

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Observation 4d747223-786a-484a-97e7-de142ce1c3a4 · outbound

This paper cites The Combinatorial Assignment Problem: Approximate Competitive Equilibrium from Equal Incomes.

A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations The Combinatorial Assignment Problem: Approximate Competitive Equilibrium from Equal Incomes

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Observation e9c471fb-549e-4cfc-b7e1-b38112689ed6 · outbound

This paper cites Approximating Nash Social Welfare under Submodular Valuations through (Un)Matchings , volume =.

A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Approximating Nash Social Welfare under Submodular Valuations through (Un)Matchings , volume =

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Observation e02202a5-cb04-4c51-a9d5-e6b6ecf50420 · outbound

This paper cites Approximating the nash social welfare with budget-additive valuations , year =.

A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Approximating the nash social welfare with budget-additive valuations , year =

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Observation 776d93ac-77de-4332-8af1-b0750cc0f9c3 · outbound

This paper cites Course Match: A Large-Scale Implementation of Approximate Competitive Equilibrium from Equal Incomes for Combinatorial Allocation , volume =.

A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Course Match: A Large-Scale Implementation of Approximate Competitive Equilibrium from Equal Incomes for Combinatorial Allocation , volume =

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Observation e97d5fe6-5c4e-464a-91d7-cdc9c2e1631c · outbound

This paper cites , journal =.

A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations , journal =

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Observation 7852fd23-edd2-4664-8c0e-bb46bb2d5e30 · outbound

This paper cites Matroid Theory , year =.

A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Matroid Theory , year =

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Observation 27a3075f-cdb8-4e2f-b482-574d4469457c · outbound

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Submodular Function Maximization , year =

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Observation 7246e210-fad8-411a-b772-d0d19b1d6e3d · outbound

This paper cites ACM Transactions on Economics and Computation , title =.

A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations ACM Transactions on Economics and Computation , title =

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Observation c811a144-58f9-4c4e-81d1-c49c099e99d7 · outbound

This paper cites Almost Envy-Freeness with General Valuations , type =.

A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Almost Envy-Freeness with General Valuations , type =

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Observation bc394881-bdc8-4526-af7b-228fdc9e62ad · outbound

This paper cites and Wang, Junxing , booktitle = proc #.

A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations and Wang, Junxing , booktitle = proc #

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Observation ebce0a50-7e52-4ca9-ab48-2d19e9f0466c · outbound

This paper cites The Unreasonable Fairness of Maximum Nash Welfare , volume =.

A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations The Unreasonable Fairness of Maximum Nash Welfare , volume =

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Observation a6bc68ae-6a92-47c8-937b-2794fe08e02e · outbound

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations 2026 , booktitle = proc #

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Observation 20addf55-80a0-4f12-87cb-2d5f0c069ff3 · outbound

This paper cites On the Approximability of Budgeted Allocations and Improved Lower Bounds for Submodular Welfare Maximization and GAP , volume =.

A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations On the Approximability of Budgeted Allocations and Improved Lower Bounds for Submodular Welfare Maximization and GAP , volume =

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Observation 8e59aa36-c4ed-4056-981c-0226ea27ca9f · outbound

This paper cites Nash Social Welfare, Matrix Permanent, and Stable Polynomials , year =.

A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Nash Social Welfare, Matrix Permanent, and Stable Polynomials , year =

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Observation 557eb8d3-a540-4b88-a7cf-d6d5c3873354 · outbound

This paper cites The Unreasonable Fairness of Maximum.

A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations The Unreasonable Fairness of Maximum

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Observation 0b21620a-fe4e-4c4e-a120-4ab889aa7c43 · outbound

This paper cites , publisher =.

A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations , publisher =

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Observation 6b201a02-ac0a-4e43-befc-b2d127f52631 · outbound

This paper cites Greedy Algorithms for Maximizing Nash Social Welfare , year =.

A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Greedy Algorithms for Maximizing Nash Social Welfare , year =

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Observation 0a81fbce-4426-4429-a335-8568875c5c69 · outbound

This paper cites and Psomas, Alexandros and Shah, Nisarg , booktitle = proc #.

A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations and Psomas, Alexandros and Shah, Nisarg , booktitle = proc #

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Observation 8541b36a-d96d-45ea-bb3c-9900cc13f8d5 · outbound

This paper cites Maximizing Nash product social welfare in allocating indivisible goods , volume =.

A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Maximizing Nash product social welfare in allocating indivisible goods , volume =

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Observation 18171206-d414-4313-a014-1747a419afd7 · outbound

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A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Unresolved cited work

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Observation de79b42f-2670-45d7-9420-c91e3192b988 · outbound

This paper cites and Wang, Junxing , journal =.

A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations and Wang, Junxing , journal =

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Observation c1a015f5-50be-4f08-a84c-461b4cfb62fa · outbound

This paper cites Existence and Computation of Maximin Fair Allocations Under Matroid-Rank Valuations , year =.

A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Existence and Computation of Maximin Fair Allocations Under Matroid-Rank Valuations , year =

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Observation 7f78ffd9-22f2-4d95-bdeb-42e87fd22b9b · outbound

This paper cites Truthful and Fair Mechanisms for Matroid-Rank Valuations , volume =.

A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Truthful and Fair Mechanisms for Matroid-Rank Valuations , volume =

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Observation 12906f78-f35b-4c36-85a4-9babbb8e7624 · outbound

This paper cites Faster Matroid Intersection , year =.

A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Faster Matroid Intersection , year =

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Observation 0d3559b7-27fc-470e-acfe-7aee39ddd886 · outbound

This paper cites Dividing Good and Great Items Among Agents with Bivalued Submodular Valuations , year =.

A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Dividing Good and Great Items Among Agents with Bivalued Submodular Valuations , year =

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Observation 58b2c309-322a-4b85-872c-bf1c617b9f05 · outbound

This paper cites The Good, the Bad and the Submodular:.

A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations The Good, the Bad and the Submodular:

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Observation 95b7694e-9b01-4f8d-b836-83f18ecf880e · outbound

This paper cites and Spielman, Daniel A.

A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations and Spielman, Daniel A

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Observation f20e3fe2-fd1b-4d16-95b5-3720b91f9cb4 · outbound

This paper cites Groupwise Maximin Fair Allocation of Indivisible Goods , year =.

A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Groupwise Maximin Fair Allocation of Indivisible Goods , year =

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Observation 39b6cd49-de90-40e1-bd84-a5d1e584125e · outbound

This paper cites Approximating the Nash Social Welfare with Indivisible Items , year =.

A Better-than-$e^{1/e}$ Approximation Algorithm for Nash Social Welfare under Additive Valuations Approximating the Nash Social Welfare with Indivisible Items , year =

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