Intel Corporation

Amir Khosrowshahi

Carey Kevin Kloss

Aravind Kalaiah

Tony Lee Werner

Vijay Anand R Korthikanti

Andrew Yang

Naveen Gandham Rao

Wenhua Lin

Casimir Matthew Wierzynski

Horace Lau

William Howard Constable

Prashant Arora

Urs Koster

Luke James Hornof

Scott Gray

Olivia K Wu

Horace H Lau

In one embodiment, a matrix operation may be performed using a plurality of input matrices, wherein the matrix operation is associated with one or more convolution operations. 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.

Distributed convolution for neural networks

Embodiments of the present disclosure are directed toward techniques and apparatus comprising at least one layer of an ONN that includes an optical matrix multiplier provided in a semiconductor substrate to receive a plurality of optical signal inputs and to linearly transform the plurality of optical signal inputs into a plurality of optical signal outputs. The optical matrix multiplier comprises one or more 2&#xd7;2 unitary optical matrices optically interconnected to implement a singular value decomposition (SVD) of a matrix, and a nonlinear optical device coupled with the optical matrix multiplier in the semiconductor substrate, to receive the optical signal outputs and to provide an optical output that is generated in a nonlinear manner in response to the optical signal outputs of the optical matrix multiplier reaching saturation or attenuation. Additional embodiments may be described and claimed.

Optical analog matrix multiplier for optical neural networks

In one embodiment, a matrix operation may be performed to reorder a plurality of dimensions of an input matrix stored in two-dimensional memory. Data associated with the input matrix may be accessed using one or more strided memory operations, wherein the one or more strided memory operations are configured to access the two-dimensional memory at a plurality of locations that are separated by a particular interval. The data accessed using the one or more strided memory operations may be stored in a result matrix, wherein the data accessed using each strided memory operation is stored in the result matrix in non-transpose form or transpose form.

Dimension shuffling using matrix processors

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.

Distributed matrix multiplication for neural networks

A system receives and executes a sequence of tensor instructions, for example, instructions for performing a neural network computation. The system may be implemented as a multiprocessor architecture, for example, hardware for performing a neural network computation. A tensor instruction specifies a tensor computation receiving one or more input tensors for determining an output tensor. The system stores a decimal position associated with a plurality of values of a tensor. The system performs the tensor computation of a tensor instruction to determine a plurality of values of the output tensor. The system collects statistics describing the plurality of values of the output tensor and determines a decimal position for the plurality of values based on the collected statistics.

Dynamic management of numerical representation in a distributed matrix processor architecture

Described herein are methods, systems, and apparatuses to utilize a matrix operation by accessing each of the operation's matrix operands via a respective single memory handle. This use of a single memory handle for each matrix operand eliminates significant overhead in memory allocation, data tracking, and subroutine complexity present in prior art solutions. The result of the matrix operation can also be accessible via a single memory handle identifying the matrix elements of the result.

Matrix operands for linear algebra operations

Described herein are one or more integrated circuits (ICs) comprising controller circuitry to receive a command to execute an operation for data inputs stored in an external memory or a local memory, and convert the operation into a set of matrix operations to operate on sub-portions of the data inputs. The IC(s) further comprise at least one processing circuitry to execute the set of matrix operations, the processing circuitry to include ALUs, a local memory external to the ALUs and accessible by the ALUs, and processing control circuitry to create at least one matrix operand in the local memory (from the data inputs of the operation) comprising at least one of a scalar, a vector, or a 2D matrix, and provide memory handles corresponding to each of the matrix operands to one of the ALUs to access the respective matrix operands when executing a matrix operation.

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San Diego, CA, United States of America

Amir Khosrowshahi