Abstract

Previous research has shown that the performance of any computation is directly related to the architecture on which it is performed. As a result, the performance of compute intensive applications can be improved using heterogeneous systems. These systems consist of various processor architectures such as CPU, FPGA, DSP, and GPU. Individual computations can be performed in parallel on different processor architecrues within the heterogeneous system. Computations are performed by utilizing existing designs from implementation libraries. There is a lack of FPGA accelerators for use in these libraries and as such additional implementations need to be designed.

Different design methodologies for developing FPGA accelerators result in implementations that vary in performance, design time, and resource utilization. A particular method and supporting toolset may produce better results for one type of design than another.

The customary method for designing FPGA accelerators is to develop the system architecture from an algorithm and model it using a hardware decription language (HDL). Another method is to convert

directly from a software implementation to HDL. This process is known as high level synthesis (HLS).

The advantages and disadvantages of these two techniques can be examined through comparison of different linear algebra operations. Many linear algebra operations are parallel in nature which makes them potentially good choices to speedup through implementation on an FPGA. In particular, matrix multiplication is an excellent candidate for examination due to not only its parallelism but also its multitude of different algorithms. The goal of this research is to design different matrix multiplication accelerators and provide insight into the advantages and disadvantages of each design procedure.

Publication Date

6-2013

Document Type

Thesis

Student Type

Graduate

Degree Name

Electrical Engineering (MS)

Department, Program, or Center

Computer Engineering (KGCOE)

Advisor

Marcin Lukowiak

Comments

Physical copy available from RIT’s Wallace Library at TK7895.G36 R93 2013

Campus

RIT – Main Campus

Plan Codes

EEEE-MS

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