Date of Award

Spring 2016

Document Type

Thesis

Degree Name

Master of Science (MS)

Department

Computer Science

Committee Director

Mohammad Zubair

Committee Member

Desh Ranjan

Committee Member

Balint Joo

Committee Member

Michele Weigle

Abstract

Lattice quantum chromodynamics (LQCD) stands unique as the only computationally tractable, non-perturbative, and model-independent quantum field theory of the strong nuclear force. The computational core of LQCD is the Wilson Dslash operator, a nearest neighbor stencil operator summing matrix-vector multiplications over lattice points, whose performance is bandwidth-bound on most architectures. Reportedly, up to 90\% of LQCD running time may be spent computing Dslash. In recent years, efforts have been made by researchers to optimize LQCD calculations for floating point coprocessor cards such as GPUs and Intel Xeon Phi Knights Corner (KNC), which boast powerful vector processing units. Most of these efforts in the area of Dslash have focused on single right-hand side solvers. This thesis will present two optimized Dslash kernels which simplify vectorization using multiple right-hand sides and traverse lattices using novel methods. The speedups resulting from these approaches will be explored in the context of KNC's architecture.

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DOI

10.25777/sebh-yy07

ISBN

9781339860022

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