Artificial Intelligence 13 min read

Building and Applying Large‑Scale Knowledge Graphs: Construction, Reasoning, and Use Cases

This article examines the construction, reasoning, and large‑scale applications of knowledge graphs, discussing graph building techniques, storage solutions, deep‑learning‑based entity extraction, inference models such as TransR and RESCAL, and how these graphs enhance search, recommendation, and other AI systems.

Ctrip Technology
Ctrip Technology
Ctrip Technology
Building and Applying Large‑Scale Knowledge Graphs: Construction, Reasoning, and Use Cases

With the growing adoption of big data, artificial intelligence has regained momentum, driven by advances in infrastructure, storage, and computing power that generate unprecedented data dividends.

The progress of AI is highlighted by knowledge engineering represented by knowledge graphs and machine learning represented by deep learning.

Future challenges include the diminishing returns of deep learning on big‑data benefits without new theoretical breakthroughs, and the under‑utilization of the vast prior knowledge contained in emerging knowledge graphs.

1. Construction of Large‑Scale Knowledge Graphs

Knowledge graphs have evolved from semantic networks in the 1960s through expert systems, Bayesian networks, OWL, and the semantic web, to modern large‑scale graphs such as Google’s, which contain hundreds of millions of entries and are widely used in search and recommendation.

Storage and query languages for knowledge graphs have shifted from RDF/OWL/SPARQL to graph databases. Popular graph databases include Neo4j, GraphSQL, Spark GraphX, Titan (on HBase), BlazeGraph, OrientDB, and PostgreSQL, chosen for cost‑effectiveness and performance.

Building large‑scale graphs requires extracting massive entities and relations from heterogeneous, multi‑source data, making large‑scale knowledge extraction and fusion a primary challenge.

Structured data can be readily transformed into graph structures, while unstructured data extraction relies on traditional NLP or deep‑learning models, especially for attribute‑value pair (AVP) extraction.

Deep‑learning models such as BiLSTM‑CNN‑CRF (or BiLSTM‑CRF) are used for end‑to‑end tasks like named entity recognition (NER), relation extraction, and relation completion, leveraging word and character embeddings without extensive feature engineering.

Attention mechanisms and semi‑supervised learning have further improved these models, dynamically weighting word and character vectors and incorporating additional entity type features.

Knowledge fusion—aligning entities and attributes across sources, resolving conflicts, and normalizing data—remains a difficult problem, often addressed with traditional machine‑learning or business‑logic methods in specific domains such as tourism.

The schema of a knowledge graph provides a classification system and supports logical inference and conflict detection, enhancing graph quality.

2. Reasoning over Knowledge Graphs

Relation completion is essential because existing graphs contain millions of entities but far fewer relations. Traditional models like TransE and TransH treat relations as translations in a shared space, which is insufficient for multi‑attribute entities.

TransR projects entities and relations into separate spaces, allowing each relation to have its own projection matrix, so that related entity pairs are close in that relation’s space while unrelated pairs remain distant.

Tensor factorization methods such as RESCAL and TRESCAL represent the entire graph as a three‑dimensional tensor, decomposing it into a core tensor and factor matrices to estimate the probability of triples, with TRESCAL addressing over‑fitting on sparse tensors.

Path ranking algorithms like PRA are also used for predicting potential relations between entities.

3. Applications of Large‑Scale Knowledge Graphs

Knowledge graphs are applied in search, question answering, recommendation, fraud detection, inconsistency verification, anomaly analysis, and customer management, often in conjunction with deep‑learning models.

Two main integration approaches are: (1) encoding graph semantics into continuous vectors as inputs to deep‑learning models, and (2) using graph knowledge as regularization constraints during model training.

Knowledge graph representation learning defines loss functions over triples (h, r, t) to align entity embeddings when facts hold, employing distance‑based models (e.g., SE) and translation‑based models (e.g., TransE, TransH, TransR).

These learned embeddings can be combined with deep models for tasks such as automatic QA (matching questions with relevant triples) and personalized recommendation (merging textual and visual features via stacked auto‑encoders). Integrating prior knowledge reduces reliance on large labeled datasets and presents both opportunities and challenges for future AI research.

deep learninggraph databaseNatural Language ProcessingKnowledge Graphrepresentation learningEntity Recognition
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