Optimal sequence for chain matrix multiplication using evolutionary algorithm [PDF]
The Chain Matrix Multiplication Problem (CMMP) is an optimization problem that helps to find the optimal way of parenthesization for Chain Matrix Multiplication (CMM).
Umer Iqbal +7 more
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Locally Encoded Secure Distributed Batch Matrix Multiplication [PDF]
We study the problem of locally encoded secure distributed batch matrix multiplication (LESDBMM), where M pairs of sources each encode their respective batches of massive matrices and distribute the generated shares to a subset of N worker nodes.
Haobo Jia, Zhuqing Jia
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Hybrid optimization technique for matrix chain multiplication using Strassen’s algorithm [version 2; peer review: 3 approved, 1 approved with reservations] [PDF]
Background Matrix Chain Multiplication (MCM) is a fundamental problem in computational mathematics and computer science, often encountered in scientific computing, graphics, and machine learning.
Srinivasarao Thota +2 more
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Faster quantum subroutine for matrix chain multiplication via Chebyshev approximation [PDF]
Matrix operations are crucial to various computational tasks in various fields, and quantum computing offers a promising avenue to accelerate these operations. We present a quantum matrix multiplication (QMM) algorithm that employs amplitude encoding and
Xinying Li +5 more
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Neon NTT: Faster Dilithium, Kyber, and Saber on Cortex-A72 and Apple M1
We present new speed records on the Armv8-A architecture for the latticebased schemes Dilithium, Kyber, and Saber. The core novelty in this paper is the combination of Montgomery multiplication and Barrett reduction resulting in “Barrett multiplication ...
Hanno Becker +4 more
doaj +1 more source
Implementation of the Spark technique in a matrix distributed computing algorithm
Two analyzes of Spark engine performance strategies to implement the Spark technique in a matrix distributed computational algorithm, the multiplication of a sparse multiplication operational test model.
Wang Ying, Cengiz Korhan
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Vertices of Suborbital Graph $F_{u,N}$ under Lorentz Matrix Multiplication
In this study, suborbital graphs, $G_{u,N}$ and $F_{u,N}$ are examined. Modular group $\Gamma$ and its act on $\widehat{\mathbb{Q}}$ are studied. Lorentz matrix that gives the vertices obtained under the classical matrix multiplication in the suborbital
Ali Hikmet Değer, İbrahim Gökcan
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Matrix Multiplication Vector Code Generation Based on Polyhedron Model [PDF]
Matrix multiplication is the core of many scientific calculations,and vectorized programming is one of the main means to improve its performance.In view of the existing vectorization optimization problems that often require manual tuning and need to be ...
WANG Bo-yang, PANG Jian-min, XU Jin-long, ZHAO Jie, TAO Xiao-han, ZHU Yu
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Matrix-matrix multiplication on heterogeneous platforms [PDF]
In this paper, we address the issue of implementing matrix-matrix multiplication on heterogeneous platforms. We target two different classes of heterogeneous computing resources: heterogeneous networks of workstations, and collections of heterogeneous clusters.
Beaumont, Olivier +3 more
openaire +2 more sources
Design of Matrix Multiplication Accelerator for Deep Learning Inference [PDF]
An integer matrix multiplication accelerator based on Zynq SoC platform is proposed to satisfy the computing requirements of matrix multiplication of different sizes in deep learning inference.The parallel architecture based on bus broadcasting makes ...
RAN Decheng, WU Dong, QIAN Lei
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