Confidential — Stefan Michaelcheck Only

Assessing the Stability of Rankings in Knowledge Graphs Against Perturbations

2026formal foundationsnovelframework

Hassan Abdallah, Arnaud Soulet, Louise Parkin, Béatrice Markhoff

Lecture notes in computer science

https://doi.org/10.1007/978-3-032-15538-2_8OpenAlex: W7128298490
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GPT-5.5 Abstract Analysis

Problems Identified (5)

KG ranking vulnerability to perturbations: Crowdsourced knowledge graphs are vulnerable to intentional or unintentional perturbations that can significantly affect rankings derived from the graphs.

Structural ranking stability assessment: The paper addresses the need to understand how relationship-level perturbations affect the stability of entity rankings in knowledge graphs.

Entity-level perturbation focus gap: Prior work has mainly focused on detecting and preventing entity-level perturbations rather than assessing structural ranking stability.

KG ranking vulnerability to perturbations: Crowdsourced knowledge graphs are vulnerable to intentional or unintentional perturbations that can significantly affect rankings derived from the graphs.

Structural ranking stability assessment: The paper addresses the need to understand how relationship-level perturbations affect the stability of entity rankings in knowledge graphs.

Proposed Solutions (5)

Ranking stability formalization: The paper formalizes the problem of ranking stability under perturbations in knowledge graphs.

Probabilistic rank-change model: The paper proposes a probabilistic model to assess whether modifications to knowledge graph relationships are likely to change entity ranks.

Complex network vulnerability analysis: The paper uses complex network analysis to evaluate vulnerabilities of rankings under perturbations.

Ranking stability formalization: The paper formalizes the problem of ranking stability under perturbations in knowledge graphs.

Probabilistic rank-change model: The paper proposes a probabilistic model to assess whether modifications to knowledge graph relationships are likely to change entity ranks.

Results (2)

Perturbation-dependent ranking resilience:

Perturbation-dependent ranking resilience:

Research Domain

Knowledge graph robustness and ranking stability

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