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Title:
Homomorphic Signatures for Subset and Superset Mixed Predicates and Its Applications
Authors: Masahito Ishizaka, Kazuhide Fukushima
Abstract:In homomorphic signatures for subset predicates (HSSB), each message (to be signed) is a set. Any signature on a set M allows us to derive a signature on any subset M'\subseteq M. Its superset version, which should be called homomorphic signatures for superset predicates (HSSP), allows us to derive a signature on any superset M'\supseteq M. In this paper, we propose homomorphic signatures for subset and superset mixed predicates (HSSM) as a simple combination of HSSB and HSSP. In HSSM, any signature on a message of a set-pair (M, W) allows us to derive a signature on any (M', W') such that M'\subseteq M and W'\supseteq W. We propose an original HSSM scheme which is unforgeable under the decisional linear assumption and completely context-hiding. We show that HSSM has various applications, which include disclosure-controllable HSSB, disclosure-controllable redactable signatures, (key-delegatable) superset/subset predicate signatures, and wildcarded identity-based signatures.
ePrint: https://eprint.iacr.org/2023/746
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