TY - JOUR
T1 - Structural Identity Representation Learning for Blockchain-Enabled Metaverse Based on Complex Network Analysis
AU - Tao, Bishenghui
AU - Dai, Hong-Ning
AU - Xie, Haoran
AU - Wang, Fu Lee
N1 - Funding Information:
This work was supported in part by the Macao Science and Technology Development Fund under Macao Funding Scheme for Key Research and Development Projects under Grant 0025/2019/AKP; in part by the Department of Computer Science Startup Fund of Hong Kong Baptist University; in part by the Lam Woo Research Fund under Grant LWP20019; and in part by the Faculty Research Grants of Lingnan University, Hong Kong, under Grant DB22B4.
PY - 2023/10
Y1 - 2023/10
N2 - The metaverse and its underlying blockchain technology have attracted
extensive attention in the past few years. How to mine, process, and
analyze the tremendous data generated by the metaverse systems has posed
a number of challenges. Aiming to address them, we mainly focus on
modeling and understanding the blockchain transaction network from a
structural identity perspective, which represents the entire network
structure and reveals the relations among multiple entities. In this
article, we analyze three metaverse-related systems: non-fungible token
(NFT), Ethereum (ETH), and Bitcoin (BTC) from the structural-identity
perspective. First, we conduct the complex network analysis of the
metaverse network and obtain several new insights (i.e., power-law
degree distribution, disconnection, disassortativity, preferential
attachment, and non-rich-club effect). Secondly, based on such findings,
we propose a novel representation learning method named
structure-to-vector with random pace (SVRP) for learning both the latent
representation and structural identity of the network. Thirdly, we
conduct node classification and link prediction tasks with the
integration of graph neural networks (GNNs). Empirical results on three
real-world datasets demonstrate that our proposed SVRP outperforms other
existing methods in multiple tasks. In particular, our SVRP achieves
the highest node classification accuracy (Acc) (99.3
%
) and
F
1-score (96.7
%
) while only requiring original non-attributed graphs.
AB - The metaverse and its underlying blockchain technology have attracted
extensive attention in the past few years. How to mine, process, and
analyze the tremendous data generated by the metaverse systems has posed
a number of challenges. Aiming to address them, we mainly focus on
modeling and understanding the blockchain transaction network from a
structural identity perspective, which represents the entire network
structure and reveals the relations among multiple entities. In this
article, we analyze three metaverse-related systems: non-fungible token
(NFT), Ethereum (ETH), and Bitcoin (BTC) from the structural-identity
perspective. First, we conduct the complex network analysis of the
metaverse network and obtain several new insights (i.e., power-law
degree distribution, disconnection, disassortativity, preferential
attachment, and non-rich-club effect). Secondly, based on such findings,
we propose a novel representation learning method named
structure-to-vector with random pace (SVRP) for learning both the latent
representation and structural identity of the network. Thirdly, we
conduct node classification and link prediction tasks with the
integration of graph neural networks (GNNs). Empirical results on three
real-world datasets demonstrate that our proposed SVRP outperforms other
existing methods in multiple tasks. In particular, our SVRP achieves
the highest node classification accuracy (Acc) (99.3
%
) and
F
1-score (96.7
%
) while only requiring original non-attributed graphs.
KW - Blockchain
KW - complex networks
KW - graph neural networks (GNNs)
KW - graph representation
KW - metaverse
UR - http://www.scopus.com/inward/record.url?scp=85147305611&partnerID=8YFLogxK
U2 - 10.1109/TCSS.2022.3233059
DO - 10.1109/TCSS.2022.3233059
M3 - Journal article
AN - SCOPUS:85147305611
SN - 2329-924X
VL - 10
SP - 2214
EP - 2225
JO - IEEE Transactions on Computational Social Systems
JF - IEEE Transactions on Computational Social Systems
IS - 5
ER -