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US Patent 10169296 Distributed matrix multiplication for neural networks

Patent 10169296 was granted and assigned to Intel on January, 2019 by the United States Patent and Trademark Office.

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Patent
Patent

Patent attributes

Patent Applicant
Intel
Intel
Current Assignee
Intel
Intel
Patent Jurisdiction
United States Patent and Trademark Office
United States Patent and Trademark Office
Patent Number
10169296
Date of Patent
January 1, 2019
Patent Application Number
15395527
Date Filed
December 30, 2016
Patent Citations Received
‌
US Patent 11476869 Dynamically partitioning workload in a deep neural network module to reduce power consumption
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US Patent 10922380 Distributed matrix multiplication for neural networks
‌
US Patent 10977339 Systems and methods for mapping matrix calculations to a matrix multiply accelerator
‌
US Patent 11748625 Distributed convolution for neural networks
‌
US Patent 11520562 System to perform unary functions using range-specific coefficient sets
‌
US Patent 10409889 Systems and methods for mapping matrix calculations to a matrix multiply accelerator
‌
US Patent 10452745 Systems and methods for mapping matrix calculations to a matrix multiply accelerator
‌
US Patent 10515136 Systems and methods for mapping matrix calculations to a matrix multiply accelerator
...
Patent Primary Examiner
‌
David H. Malzahn
Patent abstract

In one embodiment, a matrix operation associated with a plurality of input matrices may be performed. The plurality of input matrices may be partitioned into a plurality of input partitions, wherein the plurality of input matrices is partitioned based on a number of available processing elements. The plurality of input partitions may be distributed among a plurality of processing elements, wherein each input partition is distributed to a particular processing element of the plurality of processing elements. A plurality of partial matrix operations may be performed using the plurality of processing elements, and partial matrix data may be transmitted between the plurality of processing elements while performing the plurality of partial matrix operations. A result of the matrix operation may be determined based on the plurality of partial matrix operations.

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