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We show how to build a practical, private data oblivious genome variants search using Intel SGX. More precisely, we consider the problem posed in Track 2 of the iDash Privacy and Security Workshop 201...
We are witnessing a confluence between applied cryptography and secure hardware systems in enabling secure cloud computing. On one hand, work in applied cryptography has enabled efficient, oblivious d...
Intel SGX Explained     SGX  hypervisor       2016/2/23
Intel's Software Guard Extensions (SGX) is a set of extensions to the Intel architecture that aims to provide integrity and privacy guarantees to security-sensitive computation performed on a computer...
We provide the first provable-security analysis of the Intel Secure Key hardware RNG (ISK-RNG), versions of which have appeared in Intel processors since late 2011. To model the ISKRNG, we generaliz...
Asymmetric-key cryptographic algorithms when implemented on systems with branch predictors, are subjected to side-channel attacks exploiting the deterministic branch predictor behavior due to their ke...
Dividing last level caches into slices is a popular method to prevent memory accesses from becoming a bottleneck on modern multicore processors. In order to assess and understand the benefits of cac...
Modern Intel processors use an undisclosed hash function to map memory lines into last-level cache slices. In this work we develop a technique for reverse-engineering the hash function. We apply the ...
We present an efficient implementation of the Optimal Ate Pairing on Barreto-Naehrig curve over a 254-bit prime field on Intel Haswell processor. Our library is able to compute the optimal ate pairing...
PCLMULQDQ, a new instruction that supports $GF(2)[x]$ multiplication, was introduced by Intel in 2010. This instruction brings dramatic change to software implementation of multiplication in $GF(2^m)$...
PCLMULQDQ, a new instruction that supports $GF(2)[x]$ multiplication, was introduced by Intel in 2010. This instruction brings dramatic change to software implementation of multiplication in $GF(2^m)$...
We present an efficient implementation of T pairing on Intel Core 2 Duo processor. The processing speed of our implementation achieves 92 sec over F97 3 and 553 sec over F193 3 on 2.6GHz processor...

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