Latent Vector Matching for Relational Data Without Predefined Distances
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Solution Overview
Problem
Existing object matching techniques fail to match objects between different data sets without predefined distances or correspondences, especially when handling relational data that includes relationships between objects.
Innovation Solution
An analysis device that estimates latent vectors for relational data to characterize its structure and matches objects between different data sets by transforming objects into latent vectors that reflect their relationships, ensuring close vectors correspond to closely related objects and similar distributions across data sets.
Engineering Contradictions & Design Principles
Engineering Contradiction Analysis
1Measurement precision
If supervised object matching techniques are used, then matching accuracy can be improved when distances and correspondences are defined, but the method cannot handle cases where distances are not defined or correspondences are not provided
Solution Approach 1:
The patent introduces latent vectors as an intermediary representation that bridges different data sets. Instead of directly comparing objects from different data sets without defined distances, the method transforms objects into latent vectors that capture their structural relationships. This intermediary representation enables comparison and matching even when direct distance metrics between different data sets are not defined, while still maintaining matching accuracy through the preserved relational structure.
Solution Approach 2:
The patent transforms objects from their original representation into latent vector representations, changing the parameter space in which objects are compared. By mapping objects to latent vectors that encode relational structure, the method enables distance computation and matching in a transformed space where meaningful comparisons can be made even when original distance metrics are not defined between different data sets.
2Adaptability or versatility
If unsupervised object matching techniques are used, then matching can be performed without predefined correspondences, but relational data structures cannot be handled
Solution Approach 1:
The patent performs preliminary transformation of objects into latent vectors that encode their relational structures before matching. By pre-processing the data to capture relational information in the latent vector representation, the method enables subsequent matching operations to handle relational data effectively without requiring complex relational reasoning during the matching process itself.
3Measurement precision
If objects are transformed into latent vectors to preserve relationships, then matching accuracy between relational data can be improved, but computational complexity increases
Solution Approach 1:
The patent replaces complex relational reasoning mechanisms with latent vector representations. Instead of directly analyzing and comparing complex relational structures between objects, the method substitutes this with vector operations in a latent space. This substitution simplifies the computational process while preserving the essential relational information needed for accurate matching.
Data Source
AI summary
Included are a vector estimation means that estimates, in response to receiving input of a plurality of pieces of relational data each including a plurality of objects and a relationship between the objects, for each piece of relational data, a latent vector for characterizing a structure of the relational data by using the objects and the relationship included in the relational data; and a matching means that matches, for each set of first relational data and second relational data different from each other of the received pieces of relational data, a first object and a second object by using a first latent vector corresponding to the first object included in the first relational data and a second latent vector corresponding to the second object included in the second relational data. The vector estimation means estimates, when the relationship indicates a close relationship between a plurality of objects to each other, latent vectors corresponding to the objects such that the latent vectors corresponding to the respective objects have a close relationship to each other.


