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Jincheng Zhang

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#graph neural networks Open access Aug 2026

Explainable AI for Graph Neural Networks via Symbolic Representation Learning

Graph Neural Networks (GNNs) have demonstrated remarkable success in various domains, including social network analysis, drug discovery, and recommendation systems. However, their inherent complexity often leads to a "black box" problem, where it is difficult to understand the reasoning behind their predictions. This paper introduces a novel approach to explain GNN predictions by learning symbolic representations of the graph structure. We propose a model that maps the GNN's activations to a symbolic representation, enabling the generation of human-readable explanations. This method addresses the interpretability challenge in GNNs, offering a pathway to trust and confidence in their predictions. The core claim is that by leveraging symbolic representation learning, we can transform opaque GNN behavior into understandable insights. The proposed mechanism provides a foundation for building more transparent and reliable GNN-based systems.

Jincheng Zhang · 0 citations
#graph neural networks Open access Aug 2026

Temporal Graph Embedding via Relational Dynamics

This paper introduces a novel approach to graph embedding that leverages the temporal dynamics of graph relationships. Traditional graph embedding techniques often treat graphs as static structures, failing to capture the evolving nature of connections between nodes. Our method, Temporal Graph Embedding via Relational Dynamics (TGERD), employs recurrent neural networks (RNNs) to model the sequence of changes in relationships, effectively learning representations of nodes based on their temporal evolution. The core innovation lies in a weighted temporal graph convolution, where recent relationship changes are given higher priority, allowing the model to adapt to shifts in the graph's structure over time. We demonstrate that this approach significantly improves graph embedding quality compared to static embedding methods, particularly in scenarios where relationships are not static. The algorithm is designed for flexibility and can be applied to various graph datasets with evolving connections.

Jincheng Zhang · 0 citations
#graph neural networks Open access Aug 2026

##基于图神经网络的程序错误诊断与修复

This paper proposes a novel approach to program error diagnosis and repair leveraging Graph Neural Networks (GNNs). Traditional methods for software defect detection and correction often rely on manual inspection or rule-based systems, which can be time-consuming, expensive, and prone to human error. Our approach transforms program code into a graph structure, representing dependencies between code elements. A GNN is then employed to learn these dependencies and identify patterns associated with errors. This learned representation enables automated diagnosis of errors, and crucially, the generation of potential repair code. We demonstrate the feasibility and effectiveness of this method through a conceptual framework and illustrate the potential benefits of automating this critical aspect of software development. The core claim of this work is the utilization of GNNs to analyze program code dependencies for automated error diagnosis and repair. The core mechanism involves representing code as a graph, utilizing GNNs to learn dependencies and error patterns, and generating repair code.

Jincheng Zhang · 0 citations
#graph neural networks Open access Aug 2026

Graph Neural Networks for Modeling Biological Regulatory Networks with Stochasticity

Biological regulatory networks (BRNs) govern cellular processes with inherent stochasticity, reflecting the probabilistic nature of gene expression and protein interactions. Traditional Graph Neural Networks (GNNs) often treat these networks as deterministic, leading to inaccurate representations and predictions. This work proposes a novel framework for modeling BRNs that explicitly incorporates stochasticity. We introduce probabilistic layers within a GNN architecture to represent the uncertainty in network dynamics, drawing inspiration from stochastic differential equations (SDEs). These layers allow the GNN to learn and propagate probabilistic information, capturing the random fluctuations observed in biological systems. Our approach provides a more realistic and robust model of BRNs, offering potential improvements in predicting network behavior and identifying key regulatory nodes. The core claim is to develop GNN architectures that can explicitly model the stochastic nature of biological regulatory networks, accounting for the inherent randomness in gene expression and protein interactions. The core mechanism involves introducing probabilistic layers within the GNN to represent the uncertainty in the network's dynamics, incorporating elements of stochastic differential equations. This addresses a critical gap in current GNN applications to biology, acknowledging the inherent noise in biological systems.

Jincheng Zhang · 0 citations
#graph neural networks Open access Aug 2026

Dependency Discovery Based on Topological Information

This paper presents a novel approach to dependency discovery within software systems, leveraging topological information derived from program code. The core idea is to automatically uncover complex dependencies between programs by analyzing control flow graphs, data dependencies, and abstract syntax trees (ASTs). A graph neural network (GNN) algorithm is developed to learn program representations and infer dependencies using graph convolutional operations. Furthermore, execution data is utilized to validate and refine the dependency graph. This method overcomes limitations of existing static analysis and monitoring-based tools by effectively utilizing program abstract representations, enabling the discovery of intricate dependencies often missed by traditional approaches. The research contributes to a more complete understanding of software ecosystems and facilitates improved dependency management, version control, and software evolution.

Jincheng Zhang · 0 citations
#graph neural networks Open access Aug 2026

Title: Emergent Semantic Networks for Mathematical Proof Verification

This paper explores the development of an emergent semantic network system designed to accelerate and enhance mathematical proof verification. Traditional methods rely heavily on manual verification, which is inherently slow and susceptible to human error. We propose a novel approach leveraging graph neural networks to automatically construct and analyze semantic networks representing mathematical proofs. The core mechanism centers around identifying and representing relationships between statements, lemmas, theorems, and proofs, enabling faster detection of inconsistencies and hidden connections. This system aims to provide a scalable and automated solution for uncovering mathematical truths and streamlining the verification process. The research investigates the effectiveness of the network in identifying potential errors and inconsistencies, offering a significant advancement in the field of mathematical proof verification.

Jincheng Zhang · 0 citations
#graph neural networks Open access Aug 2026

Temporal Graph Embeddings with Relational Dynamics

This paper introduces a novel approach to graph embedding that explicitly models the temporal dynamics of relationships within a graph. Current graph embedding techniques often treat graphs as static structures, neglecting the crucial aspect of how connections evolve over time. This work addresses this limitation by leveraging recurrent neural networks (RNNs) to process sequences of graph snapshots, learning embeddings that capture the directional, strength, and frequency changes in relationships. The core idea is to represent not just the current state of the graph, but the *process* of its evolution. We propose using weighted temporal convolution to capture nuanced changes in the graph's relational dynamics. The resulting embeddings are expected to be more informative and robust for downstream graph-based tasks compared to static embeddings.

Jincheng Zhang · 0 citations
#graph neural networks Open access Aug 2026

Computational Graph Optimization with Program Synthesis Techniques

The optimization of computational graphs is a critical step in deploying machine learning models, particularly deep neural networks. Traditional manual optimization methods are labor-intensive, require deep domain expertise, and are prone to human error. This paper proposes a novel approach leveraging program synthesis techniques to automate the process of computational graph optimization. The core idea is to treat computational graph optimization as a program synthesis problem, where a synthesis engine generates efficient execution plans based on the graph's structure, target hardware specifications, and performance constraints. We introduce a framework that translates performance objectives (e.g., minimizing latency, maximizing throughput) into formal synthesis targets. The system employs a combination of constraint solving, search algorithms, and potentially machine learning to explore the space of possible execution plans and identify the optimal one. This approach promises to significantly reduce the time and effort required for optimization, improve the accuracy of the resulting plans, and facilitate the deployment of complex models on diverse hardware platforms. The key contribution lies in applying program synthesis to a traditionally manual and complex optimization task, opening new avenues for automated and adaptive model deployment.

Jincheng Zhang · 0 citations
#graph neural networks Open access Aug 2026

基于自适应的图神经网络网络

This paper presents a novel approach to graph neural networks (GNNs) based on adaptive graph structures. Traditional GNNs often employ static graph structures, limiting their ability to effectively capture complex relationships within the data. This research introduces a dynamic graph structure adjustment mechanism, dynamically optimizing the graph topology during training. This adaptation allows the model to generalize better to unseen data and improve the representation of intricate patterns within the input graph. The proposed method addresses limitations in current GNN architectures by enabling robust and adaptable learning, ultimately enhancing the model's performance and robustness. We demonstrate the effectiveness of this approach through extensive experiments on benchmark datasets, showcasing significant improvements in both accuracy and generalization ability compared to existing GNN methods.

Jincheng Zhang · 0 citations
#graph neural networks Open access Aug 2026

##基于多尺度图神经网络的复杂系统建模

This paper introduces a novel approach to modeling complex systems utilizing multi-scale graph neural networks (MS-GNNs). Complex systems, characterized by interconnected components operating at varying scales, pose significant challenges for traditional modeling techniques. This research proposes a framework that decomposes a complex system into sub-systems defined by their respective scales. Each sub-system is then represented as a graph, and a graph neural network (GNN) is applied to learn patterns and relationships within that scale. A key innovation lies in the multi-scale fusion mechanism, which intelligently integrates information from these GNNs at different scales, ultimately constructing a comprehensive representation of the entire system. The core claim is the design of an MS-GNN capable of capturing the interconnectedness of complex systems across multiple scales, facilitating accurate modeling and prediction. The proposed methodology offers a fundamentally new approach combining the strengths of graph neural networks and multi-scale analysis, paving the way for improved understanding and prediction of complex phenomena.

Jincheng Zhang · 0 citations
#graph neural networks Open access Aug 2026

Neural Network Architecture Generation Driven by Neuron Circuitry

This paper proposes a novel approach to neural network architecture generation, termed "Neuron Circuitry Driven Dynamic Program Generation." The core claim is that comprehensive analysis of large-scale neuron circuits can automatically generate highly optimized neural network architectures and connection weights tailored to specific tasks, surpassing the capabilities of traditional manual design or search-based methods. The proposed method leverages deep learning to train multiple large networks, extracting detailed neuron circuit maps (s1, s2, ..., sK) representing neuron connections – including connection strength, direction, and type. Graph Neural Networks (GNNs) are then employed to learn and reason from these circuit maps, identifying optimal connection patterns and architectural features for a given task. The resulting neural network architectures are dynamic, adapting in real-time to input data and task requirements for continuous self-optimization. This approach represents a significant departure from existing methods, which typically rely on static architectures or static search, by directly learning and utilizing biological neuron circuit maps through GNN modeling and inference, offering the potential for substantially improved neural network performance and efficiency.

Jincheng Zhang · 0 citations
#graph neural networks Open access Aug 2026

Graph Representation Learning via Contrastive Predictive Coding

Graph representation learning has emerged as a crucial technique in various domains, including social network analysis, drug discovery, and recommendation systems. However, many existing methods struggle to effectively capture long-range dependencies within graphs, leading to suboptimal representations. This paper introduces a novel approach to graph representation learning based on Contrastive Predictive Coding (CPC). We leverage the inherent predictive structure of graphs by training models to predict future nodes based on their contextual information. This allows us to learn representations that are sensitive to long-range relationships. Our method, CPC-Graph, utilizes a recurrent neural network to encode the graph structure and predict future nodes, minimizing the difference between predicted and actual representations. We demonstrate the effectiveness of CPC-Graph through theoretical analysis and the formulation of key equations, showcasing its ability to capture dependencies efficiently. The core claim of this work is that existing graph representation learning methods often struggle to capture long-range dependencies. This new method employs Contrastive Predictive Coding (CPC) to address this issue, providing a robust solution for learning graph representations.

Jincheng Zhang · 0 citations