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Code of 'A Tale of HodgeRank and Spectral Method: Target Attack Against Rank Aggregation Is the Fixed Point of Adversarial Game'

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4 Commits
Complete_Irreversible_Spectral_Target_Attack.m
Complete_Irreversible_Spectral_Target_Attack.m
 
 
Complete_Reversible_Spectral_Target_Attack.m
Complete_Reversible_Spectral_Target_Attack.m
 
 
Construct_Transition_Matrix.m
Construct_Transition_Matrix.m
 
 
Convex_Complete_Batch_Target_Attack.m
Convex_Complete_Batch_Target_Attack.m
 
 
HodgeRank.m
HodgeRank.m
 
 
Irreversible_Transition_Matrix.m
Irreversible_Transition_Matrix.m
 
 
LICENSE
LICENSE
 
 
Naive_Attack.m
Naive_Attack.m
 
 
Pobabilistic_Attack.m
Pobabilistic_Attack.m
 
 
Proj_positive.m
Proj_positive.m
 
 
README.md
README.md
 
 
Random_Attack.m
Random_Attack.m
 
 
Reversible_Transition_Matrix.m
Reversible_Transition_Matrix.m
 
 
Simulation_Complete_Imperfect_Hodge_v3.m
Simulation_Complete_Imperfect_Hodge_v3.m
 
 
Simulation_Complete_Imperfect_Irreversible_Spectral_v3.m
Simulation_Complete_Imperfect_Irreversible_Spectral_v3.m
 
 
Simulation_Complete_Imperfect_Reversible_Spectral_v3.m
Simulation_Complete_Imperfect_Reversible_Spectral_v3.m
 
 
Simulation_Complete_Perfect_Hodge_v3.m
Simulation_Complete_Perfect_Hodge_v3.m
 
 
Simulation_Complete_Perfect_Irreversible_Spectral_v3.m
Simulation_Complete_Perfect_Irreversible_Spectral_v3.m
 
 
Simulation_Complete_Perfect_Reversible_Spectral_v3.m
Simulation_Complete_Perfect_Reversible_Spectral_v3.m
 
 
Simulation_Incomplete_Perfect_Hodge_v3.m
Simulation_Incomplete_Perfect_Hodge_v3.m
 
 
Simulation_Incomplete_Perfect_Irreversible_Spectral_v3.m
Simulation_Incomplete_Perfect_Irreversible_Spectral_v3.m
 
 
Simulation_Incomplete_Perfect_Reversible_Spectral_v3.m
Simulation_Incomplete_Perfect_Reversible_Spectral_v3.m
 
 
Spectral_Ranking.m
Spectral_Ranking.m
 
 
data_generation.m
data_generation.m
 
 
eval_ranking.m
eval_ranking.m
 
 
reciprocal_rank.m
reciprocal_rank.m
 
 
score_to_ranking.m
score_to_ranking.m
 
 

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A Tale of HodgeRank and Spectral Method: Target Attack Against Rank Aggregation Is the Fixed Point of Adversarial Game

MATLAB implementation of target attack algorithms in the following paper.

"A Tale of HodgeRank and Spectral Method: Target Attack Against Rank Aggregation Is the Fixed Point of Adversarial Game".

Ke Ma; Qianqian Xu; Jinshan Zeng; Guorong Li; Xiaochun Cao; Qingming Huang. TPAMI 2022.

Please cite this paper if you use this code in your published research project.

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Code of 'A Tale of HodgeRank and Spectral Method: Target Attack Against Rank Aggregation Is the Fixed Point of Adversarial Game'

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