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Matrix representation

  • Speeding up Spmv for Power-Law Graph Analytics by Enhancing Locality & Vectorization

    Speeding up Spmv for Power-Law Graph Analytics by Enhancing Locality & Vectorization

  • Sparse-Matrix Representation of Spiking Neural P Systems for Gpus

    Sparse-Matrix Representation of Spiking Neural P Systems for Gpus

  • A Framework for Efficient Execution of Matrix Computations

    A Framework for Efficient Execution of Matrix Computations

  • Automatic Selection of Sparse Matrix Representation on Gpus

    Automatic Selection of Sparse Matrix Representation on Gpus

  • Tridiagonalization of an Arbitrary Square Matrix William Lee Waltmann Iowa State University

    Tridiagonalization of an Arbitrary Square Matrix William Lee Waltmann Iowa State University

  • REPRESENTATIONS of FINITE GROUPS Contents 1. Introduction 1

    REPRESENTATIONS of FINITE GROUPS Contents 1. Introduction 1

  • A Matrix-Based Approach to Global Locality Optimization

    A Matrix-Based Approach to Global Locality Optimization

  • Data-Parallel Language for Correct and Efficient Sparse Matrix Codes

    Data-Parallel Language for Correct and Efficient Sparse Matrix Codes

  • Scientific Software Libraries for Scalable Architectures

    Scientific Software Libraries for Scalable Architectures

  • Complex Conjugation of Group Representations by Inner Automorphlsms

    Complex Conjugation of Group Representations by Inner Automorphlsms

  • Optimization of GPU-Based Sparse Matrix Multiplication for Large Sparse Networks

    Optimization of GPU-Based Sparse Matrix Multiplication for Large Sparse Networks

  • Introduction to Programming with Arrays Using ELI

    Introduction to Programming with Arrays Using ELI

  • Sparse Matrix-Vector Multiplication on Gpgpus

    Sparse Matrix-Vector Multiplication on Gpgpus

  • Sparse and Dense Matrix Classes and Methods

    Sparse and Dense Matrix Classes and Methods

  • Chapter 6. Unitary Matrices

    Chapter 6. Unitary Matrices

  • A RISC Multiprocessor for Matrix Applications

    A RISC Multiprocessor for Matrix Applications

  • The Use of Matrix Methods in the Modeling of Spectroscopic Data Sets

    The Use of Matrix Methods in the Modeling of Spectroscopic Data Sets

  • Tridiagonal Normal Forms for Orthogonal Similarity Classes of Symmetric Matricesୋ Dragomir Ž

    Tridiagonal Normal Forms for Orthogonal Similarity Classes of Symmetric Matricesୋ Dragomir Ž

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