Title: | a calculus for game-based security proofs |
Author: | Nowak David
; Zhang Yu
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Source: | Lecture Notes in Computer Science (including subseries Lecture Notes in Artificial Intelligence and Lecture Notes in Bioinformatics)
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Conference Name: | 4th International Conference on Provable Security, ProvSec 2010
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Conference Date: | 40829
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Issued Date: | 2010
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Conference Place: | Malacca, Malaysia
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Keyword: | Calculations
; Differentiation (calculus)
; Polynomial approximation
; Public key cryptography
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Publish Place: | Germany
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Indexed Type: | ei,acm
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ISSN: | 3029743
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ISBN: | 3642162797
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Department: | (1) Research Center for Information Security, AIST, Japan; (2) Institute of Software, Chinese Academy of Sciences, China
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English Abstract: | The game-based approach to security proofs in cryptography is a widely-used methodology for writing proofs rigorously. However a unifying language for writing games is still missing. In this paper we show how CSLR, a probabilistic lambda-calculus with a type system that guarantees that computations are probabilistic polynomial time, can be equipped with a notion of game indistinguishability. This allows us to define cryptographic constructions, effective adversaries, security notions, computational assumptions, game transformations, and game-based security proofs in the unified framework provided by CSLR. Our code for cryptographic constructions is close to implementation in the sense that we do not assume arbitrary uniform distributions but use a realistic algorithm to approximate them. We illustrate our calculus on cryptographic constructions for public-key encryption and pseudorandom bit generation. © 2010 Springer-Verlag. |
Language: | 英语
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Content Type: | 会议论文
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URI: | http://ir.iscas.ac.cn/handle/311060/8572
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Appears in Collections: | 中科院软件所图书馆_2010软件所会议论文
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a calculus for game-based security proofs.pdf(349KB) | -- | -- | 限制开放 | -- | 联系获取全文 |
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Recommended Citation: |
Nowak David,Zhang Yu. a calculus for game-based security proofs[C]. 见:4th International Conference on Provable Security, ProvSec 2010. Malacca, Malaysia. 40829.
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