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Differential Fault Analysis (DFA) intentionally injects some fault into the encryption process and analyzes a secret key from the mathematical relationship between faulty and fault-free ciphertexts. E...
White-box cryptography was originally introduced in the setting of digital rights management with the goal of preventing a user from illegally re-distributing their software decryption program. In rec...
The goal of white-box cryptography is to implement cryptographic algorithms securely in software in the presence of an adversary that has complete access to the software's program code and execution e...
Digital rights management is an important technique to protect digital contents from abuse. Usually it is confronted with severe challenges because of the untrusted environment its application execute...
Despite the fact that all current scientific white-box approaches of standardized cryptographic primitives have been publicly broken, these attacks require knowledge of the internal data representatio...
Oblivious transfer protocol is an important cryptographic primitive having numerous applications and particularly playing an essential role in secure multiparty computation protocols. On the other han...
Implementations of white-box cryptography aim to protect a secret key in a white-box environment in which an adversary has full control over the execution process and the entire environment. Its funda...
We analyse and define practical requirements in white-box attack environment, and then propose secure and effective cryptographic constructions combining white-box cryptography (WBC) primitive and sta...
White-box cryptography has been developed to protect programs against an adversary who has full access to their software implementation. It has also been suggested as a countermeasure against side ...
A key research question in computer security is whether one can implement software that offers some protection against software attacks from its execution platform. While code obfuscation attempts ...
At CMS 2006 Bringer et al. show how to conceal the algebraic structure of a \traceable block cipher" by adding perturbations to its description. We here exploit and strengthen their ideas by furthe...

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