CRDec 30, 2018

Towards a CAN IDS based on a neural-network data field predictor

arXiv:1812.11596v232 citations
AI Analysis

This work addresses vehicle security by enabling intrusion detection without proprietary encoding knowledge, but it is incremental as it builds on existing CAN data model approaches.

The paper tackled the problem of detecting malicious messages in vehicle controller area networks (CAN) by predicting CAN data at the bit level using deep neural networks, avoiding the need for reverse engineering proprietary encodings, with results showing promise for continuous signals but struggles for discrete signals.

Modern vehicles contain a few controller area networks (CANs), which allow scores of on-board electronic control units (ECUs) to communicate messages critical to vehicle functions and driver safety. CAN provide a lightweight and reliable broadcast protocol but is bereft of security features. As evidenced by many recent research works, CAN exploits are possible both remotely and with direct access, fueling a growing CAN intrusion detection system (IDS) body of research. A challenge for pioneering vehicle-agnostic IDSs is that passenger vehicles' CAN message encodings are proprietary, defined and held secret by original equipment manufacturers (OEMs). Targeting detection of next-generation attacks, in which messages are sent from the expected ECU at the expected time but with malicious content, researchers are now seeking to leverage "CAN data models", which predict future CAN message contents and use prediction error to identify anomalous, hopefully malicious CAN messages. Yet, current works model CAN signals post-translation, i.e., after applying OEM-donated or reverse-engineered translations from raw data. In this work, we present initial IDS results testing deep neural networks used to predict CAN data at the bit level, thereby providing IDS capabilities but avoiding reverse engineering proprietary encodings. Our results suggest the method is promising for continuous signals in CAN data, but struggles for discrete, e.g., binary, signals.

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