Publications associées à Algorithme de multiplication de Booth

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Faster ECC over $\mathbb{F}_{2^{521}-1}$

Robert Granger

In this paper we present a new multiplication algorithm for residues modulo the Mersenne prime

2^{521}−1

. Using this approach, on an Intel Haswell Core i7-4770, constant-time variable-base scalar multiplication on NIST’s (and SECG’s) curve P-521 requires ...

Springer Berlin Heidelberg2015

Algorithme de multiplication de Booth

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EdgeAI-Aware Design of In-Memory Computing Architectures

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EdgeAI-Aware Design of In-Memory Computing Architectures

Multiplier Architectures: Challenges and Opportunities with Plasmonic-based Logic

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Formal Verification of Integer Multipliers by Combining Gröbner Basis with Logic Reduction

Limiting absorption principle and well-posedness for the Helmholtz equation with sign changing coefficients

Discreteness of interior transmission eigenvalues revisited

Towards a novel "silky" way to detect chemical species using spider threads

MRI artifact correction using sparse plus low-rank decomposition of annihilating filter-based hankel matrix

An Associativity-Agnostic in-Cache Computing Architecture Optimized for Multiplication

Faster ECC over $\mathbb{F}_{2^{521}-1}$