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Many-Objective Evolutionary Influence Maximization: Balancing Spread, Budget, Fairness, and Time


Conceitos essenciais
Proposing MOEIM for Many-Objective Evolutionary Influence Maximization, outperforming competitors in various settings.
Resumo
Introduction: Influence Maximization (IM) problem seeks to identify nodes for maximum information spread. NP-hard problem studied with various objectives like seed set size, fairness, budget, and time. Background: IM problem defined as combinatorial optimization over a graph. Propagation models like IC, WC, LT used for influence spread simulations. Related Work: Works focus on influence, seed set size, fairness, communities, budget, and time objectives. Methods: MOEIM introduced with smart initialization, evolutionary optimization, and graph-aware operators. Experimental Setup: Two experimental settings comparing MOEIM with heuristics, MOEA, and DeepIM on various datasets. Results: MOEIM outperforms competitors in most cases, especially in multi-objective settings. Correlation Analysis: Hypervolume results show interesting patterns in optimizing different combinations of objectives.
Estatísticas
The Influence Maximization (IM) problem is known to be NP-hard. MOEIM outperforms competitors in most tested many-objective settings. MOEIM significantly outperforms the competitors in terms of achieved hypervolumes.
Citações
"MOEIM overall outperforms the competitors in most of the tested many-objective settings." "The experiments show that MOEIM significantly outperforms the competitors in terms of achieved hypervolumes."

Principais Insights Extraídos De

by Elia Cunegat... às arxiv.org 03-28-2024

https://arxiv.org/pdf/2403.18755.pdf
Many-Objective Evolutionary Influence Maximization

Perguntas Mais Profundas

How can the insights from MOEIM's performance in multi-objective settings be applied to other optimization problems

The insights gained from MOEIM's performance in multi-objective settings can be applied to other optimization problems by showcasing the effectiveness of incorporating multiple objectives in the optimization process. By demonstrating that optimizing several objectives simultaneously can lead to better overall solutions, it highlights the importance of considering various aspects of a problem rather than focusing solely on a single objective. This approach can be particularly valuable in complex real-world scenarios where multiple conflicting goals need to be balanced. The success of MOEIM in handling multiple objectives can inspire the development of similar multi-objective optimization algorithms for different problem domains, providing a more comprehensive and robust solution approach.

What counterarguments exist against the effectiveness of MOEIM in specific scenarios

Counterarguments against the effectiveness of MOEIM may arise in specific scenarios where the graph structure is sparse or lacks significant variance in node out-degrees. In such cases, the smart initialization and graph-aware operators utilized by MOEIM may not provide significant advantages, leading to suboptimal performance compared to simpler algorithms. Additionally, the computational complexity of MOEIM, especially when optimizing a large number of objectives, could be a drawback in scenarios where computational resources are limited. Moreover, the trade-offs between different objectives in multi-objective optimization may not always align with the specific goals or constraints of certain optimization problems, making it challenging to find a suitable balance among the objectives.

How can the concept of fairness in influence propagation be further explored beyond the scope of this study

The concept of fairness in influence propagation can be further explored beyond the scope of this study by delving into more nuanced aspects of fairness in network dynamics. One direction could involve investigating dynamic fairness metrics that consider the evolution of influence spread over time, taking into account how the distribution of influence changes as the propagation process unfolds. Additionally, exploring fairness in the context of different network structures and community formations could provide insights into how influence is distributed among diverse groups within a network. Furthermore, incorporating fairness considerations into the design of propagation models and optimization algorithms could lead to the development of more equitable and socially responsible influence maximization strategies.
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