Offline/online attribute-based searchable encryption scheme from ideal lattices for IoT

doi:10.1007/s11704-023-3128-3

Front. Comput. Sci.

2024, Vol. 18

Issue (3) : 183817 https://doi.org/10.1007/s11704-023-3128-3

Information Security

Offline/online attribute-based searchable encryption scheme from ideal lattices for IoT

Yang YANG, Guoyin ZHANG, Sizhao LI, Zechao LIU(

)

College of Computer Science and Technology, Harbin Engineering University, Harbin 150001, China

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Corresponding Author(s): Zechao LIU

Issue Date: 18 January 2024

Cite this article:

Yang YANG,Guoyin ZHANG,Sizhao LI, et al. Offline/online attribute-based searchable encryption scheme from ideal lattices for IoT[J]. Front. Comput. Sci., 2024, 18(3): 183817.

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https://academic.hep.com.cn/fcs/EN/10.1007/s11704-023-3128-3
https://academic.hep.com.cn/fcs/EN/Y2024/V18/I3/183817

Fig.1 The system model of ABSEIL scheme

Scheme	KeyGen	Enc	Trapdoor	Search	Decrypt	ReKeyGen	ReEnc
Ref. [5]	$T s p$	$12 k n 2 n q + 2 n$	$T s p$	$6 k n n q$	$6 k n n q$	$2 T s p$	$72 k n 2 n q 3$
Ref. [6]	$T p k + T b$	$6 (k + 2) n 2 n q ? + T s p$	$T p k + T b + T s p$	$6 n n q (n + 3 ?) + T c t$	?	?	?
Ref. [7]	$T s p + T b$	$6 (k + 1) n 2 n q$	$2 T s p$	$24 n n q$	$12 n n q$	?	?
Ref. [8]	$T p k + T b$	$(k + 2) n 2 n q$	?	?	$4 n 2 n q 2 + T c t$	$T p k + T s p$	$4 n 2 n q 2 + T c t$
Ours	$2 n n ~ q n ~ ? + T p k + T ~ s l$	$(k + 2) n n ~ n q + n n ~ ? + T ~ s p$	$n n ~ ? + T ~ s p$	$2 n n ~ q n ~$	$n (2 n ~ q + ?) n ~ + T c t$	$2 T p k + T ~ s l$	$4 n n ~ q 2 n ~ + T c t$

Tab.1 Comparison of computational overhead

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[1]	FCS-23128-OF-YY_suppl_1	Download
[2]	FCS-23128-OF-YY_suppl_2	Download

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