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TCS 2026

Leakage-resilient attribute-based encryption scheme with CCA security

Journal Article journal-article Computer Science ยท Theoretical Computer Science

Abstract

To ensure message security, including unforgeability and confidentiality, cryptographic techniques such as encryption, digital signatures, and security protocols are widely adopted. Conventional cryptographic schemes are typically proven secure under idealized models, where internal secrets remain hidden from external adversaries. However, in real-world implementations, side-channel attacks, such as electromagnetic analysis, power analysis, and timing attacks, can exploit physical leakage to compromise secret information. Consequently, in leakage-prone environments, cryptographic primitives previously deemed secure may no longer uphold their security guarantees. Recent research has thus focused on developing leakage-resilient cryptographic schemes to counteract such threats. While attribute-based encryption (ABE) scheme enables fine-grained access control, existing leakage-resilient ABE schemes only achieve chosen-plaintext attack (CPA) security and lack universality. To address this limitation, we present a generic construction for leakage-resilient ABE scheme based on an attribute-based hash proof system (AB-HPS) and an one-time lossy filter (OT-LF), proving its chosen-ciphertext attack (CCA) security. Furthermore, we introduce a novel cryptographic primitive termed two-key encapsulated attribute-based hash proof system (T-AB-HPS), which facilitates a more efficient CCA-secure leakage-resilient ABE construction from message authentication code (MAC). Specifically, our work makes two key contributions: (1) A generic framework for constructing CCA-secure leakage-resilient ABE scheme by integrating AB-HPS with an OT-LF. (2) An optimized and generalizable approach for designing CCA-secure leakage-resilient ABE scheme using T-AB-HPS in conjunction with a MAC.

Authors

Keywords

  • Attribute-based encryption
  • Attribute-based hash proof system
  • Leakage resilience
  • CCA security

Context

Venue
Theoretical Computer Science
Archive span
1975-2026
Indexed papers
16261
Paper id
720499083306581083
v2026.09.13