LGOct 20, 2022

Generalized Reciprocal Perspective

arXiv:2210.11616v1h-index: 10
Originality Incremental advance
AI Analysis

This work addresses link prediction tasks across various domains by improving accuracy through contextual data, though it appears incremental as it builds on existing link prediction methods with a novel feature extraction approach.

The paper tackles the problem of link prediction in networks by introducing a semi-supervised method called Reciprocal Perspective (RP) that leverages comprehensive prediction matrices (CPMs) to provide contextual information, resulting in significantly improved prediction accuracy with statistical significance (p < 0.05).

Across many domains, real-world problems can be represented as a network. Nodes represent domain-specific elements and edges capture the relationship between elements. Leveraging high-performance computing and optimized link prediction algorithms, it is increasingly possible to evaluate every possible combination of nodal pairs enabling the generation of a comprehensive prediction matrix (CPM) that places an individual link prediction score in the context of all possible links involving either node (providing data-driven context). Historically, this contextual information has been ignored given exponentially growing problem sizes resulting in computational intractability; however, we demonstrate that expending high-performance compute resources to generate CPMs is a worthwhile investment given the improvement in predictive performance. In this work, we generalize for all pairwise link-prediction tasks our novel semi-supervised machine learning method, denoted Reciprocal Perspective (RP). We demonstrate that RP significantly improves link prediction accuracy by leveraging the wealth of information in a CPM. Context-based features are extracted from the CPM for use in a stacked classifier and we demonstrate that the application of RP in a cascade almost always results in significantly (p < 0.05) improved predictions. These results on RS-type problems suggest that RP is applicable to a broad range of link prediction problems.

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