RECONFIGURABLE MATRIX MULTIPLIER SYSTEM AND METHOD

    公开(公告)号:US20180246855A1

    公开(公告)日:2018-08-30

    申请号:US15905250

    申请日:2018-02-26

    Abstract: A reconfigurable matrix multiplier (RMM) system/method allowing tight or loose coupling to supervisory control processor application control logic (ACL) in a system-on-a-chip (SOC) environment is disclosed. The RMM provides for C=A*B matrix multiplication operations having A-multiplier-matrix (AMM), B-multiplicand-matrix (BMM), and C-product-matrix (CPM), as well as C=A*B+D operations in which D-summation-matrix (DSM) represents the result of a previous multiplication operation or another previously defined matrix. The RMM provides for additional CPM LOAD/STORE paths allowing overlapping of compute/data transfer operations and provides for CPM data feedback to the AMM or BMM operand inputs from a previously calculated CPM result. The RMM anticipates the use of 8, 16, and 32-bit operand reconfigurable matrix datum in conjunction with a typical external memory bus data width of 512 bits and an instruction control unit (ICU) implemented using a series of RMM configuration words (RCW) and streaming opcode functions (SOF).

    Reconfigurable matrix multiplier system and method

    公开(公告)号:US10817587B2

    公开(公告)日:2020-10-27

    申请号:US15905250

    申请日:2018-02-26

    Abstract: A reconfigurable matrix multiplier (RMM) system/method allowing tight or loose coupling to supervisory control processor application control logic (ACL) in a system-on-a-chip (SOC) environment is disclosed. The RMM provides for C=A*B matrix multiplication operations having A-multiplier-matrix (AMM), B-multiplicand-matrix (BMM), and C-product-matrix (CPM), as well as C=A*B+D operations in which D-summation-matrix (DSM) represents the result of a previous multiplication operation or another previously defined matrix. The RMM provides for additional CPM LOAD/STORE paths allowing overlapping of compute/data transfer operations and provides for CPM data feedback to the AMM or BMM operand inputs from a previously calculated CPM result. The RMM anticipates the use of 8, 16, and 32-bit operand reconfigurable matrix datum in conjunction with a typical external memory bus data width of 512 bits and an instruction control unit (ICU) implemented using a series of RMM configuration words (RCW) and streaming opcode functions (SOF).

    Outer product multipler system and method

    公开(公告)号:US10810281B2

    公开(公告)日:2020-10-20

    申请号:US16057667

    申请日:2018-08-07

    Abstract: An outer product multiplier (GPM) system/method that integrates compute gating and input/output circular column rotation functions to balance time spent in compute and data transfer operations while limiting overall dynamic power dissipation is disclosed. Matrix compute gating (MCG) based on a computation decision matrix (CDM) limits the number of computations required on a per cycle basis to reduce overall matrix compute cycle power dissipation. A circular column rotation vector (CRV) automates input/output data formatting to reduce the number of data transfer operations required to achieve a given matrix computation result. Matrix function operators (MFO) utilizing these features are disclosed and include: matrix-matrix multiplication; matrix-matrix and vector-vector point-wise multiplication, addition, and assignment; matrix-vector multiplication; vector-vector inner product; matrix transpose; matrix row permute; and vector-column permute.

    OUTER PRODUCT MULTIPLER SYSTEM AND METHOD
    4.
    发明申请

    公开(公告)号:US20180373678A1

    公开(公告)日:2018-12-27

    申请号:US16057667

    申请日:2018-08-07

    Abstract: An outer product multiplier (GPM) system/method that integrates compute gating and input/output circular column rotation functions to balance time spent in compute and data transfer operations while limiting overall dynamic power dissipation is disclosed. Matrix compute gating (MCG) based on a computation decision matrix (CDM) limits the number of computations required on a per cycle basis to reduce overall matrix compute cycle power dissipation. A circular column rotation vector (CRV) automates input/output data formatting to reduce the number of data transfer operations required to achieve a given matrix computation result. Matrix function operators (MFO) utilizing these features are disclosed and include: matrix-matrix multiplication; matrix-matrix and vector-vector point-wise multiplication, addition, and assignment; matrix-vector multiplication; vector-vector inner product; matrix transpose; matrix row permute; and vector-column permute.

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