Perfectly Undetectable False Data Injection Attacks on Encrypted Bilateral Teleoperation System based on Dynamic Symmetry and Malleability
Hyukbin Kwon, Hiroaki Kawase, Heriberto Andres Nieves-Vazquez,, Kiminaro Kogiso, and Jun Ueda

TL;DR
This paper reveals that bilateral teleoperation systems with nonlinear dynamics are vulnerable to perfectly undetectable false data injection attacks, demonstrated through theoretical derivations and real-world experiments, highlighting significant cybersecurity risks.
Contribution
It introduces mathematical conditions based on Lie Group theory that enable undetectable cyberattacks on nonlinear teleoperation systems, a novel insight into system vulnerabilities.
Findings
Attackers can alter follower motion without detection.
Experimental validation with international teleoperation setup.
Highlights need for advanced security in robotic teleoperation.
Abstract
This paper investigates the vulnerability of bilateral teleoperation systems to perfectly undetectable False Data Injection Attacks (FDIAs). Teleoperation, one of the major applications in robotics, involves a leader manipulator operated by a human and a follower manipulator at a remote site, connected via a communication channel. While this setup enables operation in challenging environments, it also introduces cybersecurity risks, particularly in the communication link. The paper focuses on a specific class of cyberattacks: perfectly undetectable FDIAs, where attackers alter signals without leaving detectable traces at all. Compared to previous research on linear and first-order nonlinear systems, this paper examines bilateral teleoperation systems with second-order nonlinear manipulator dynamics. The paper derives mathematical conditions based on Lie Group theory that enable such…
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Taxonomy
TopicsTeleoperation and Haptic Systems
