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This paper presents the first attribute-based signature (ABS) scheme in which the correspondence between signers and signatures is captured in an arithmetic model of computation. Specifically, we desi...
We present new constructions of private constrained PRFs and lockable obfuscation, for constraints (resp. functions to be obfuscated) that are computable by general branching programs. Our constructio...
Secure multilinear maps (mmaps) have been shown to have remarkable applications in cryptography, such as program obfuscation and multi-input functional encryption (MIFE). To date, there has been littl...
Deniable encryption (Canetti et al. CRYPTO ’97) is an intriguing primitive that provides a security guarantee against not only eavesdropping attacks as required by semantic security, but also stronge...
In this work, we seek to extend the capabilities of the “core obfuscator” from the work of Garg, Gentry, Halevi, Raykova, Sahai, and Waters (FOCS 2013), and all subsequent works constructing general-p...
In an Attribute-Based Encryption (ABE) scheme the ciphertext encrypting a message ? is associated with a public attribute vector x and a secret key skP is associated with a predicate P. The decrypti...
We initiate the study of good rate homomorphic encryption schemes. Based on previous work on securely evaluating (binary I/O) branching programs, we propose a leveled homomorphic encryption scheme f...
We show that the class of polynomial-size branching programs can be obfuscated according to a virtual black-box notion akin to that of Barak et al. [Crypto 01], in an idealized black-box group model o...
Halevi, Lindell, and Pinkas (CRYPTO 2011) recently proposed a model for secure computation that captures communication patterns that arise in many practical settings, such as secure computation on the...
Diagnostic and classification algorithms play an important role in data analysis, with applications in areas such as health care, fault diagnostics, or benchmarking. Branching programs (BP) is a pop...
We polish a recent cryptocomputing method of Ishai and Paskin from TCC 2007. More precisely, we show that every function can be cryptocomputed in communication, linear in the product of client’s inpu...

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