Type

Journal Article

Authors

Jonivar Skullerud
Sinead Marie Ryan
K. Jimmy Juge
Michael James Peardon
Alan O Cais

Subjects

Mathematics

Topics
point simulations algorithms elements pure applied mathematics lattice monte carlo algorithm advantage

Improving Algorithms to Compute All Elements of the Lattice Quark Propagator (2005)

Abstract We present a new exact algorithm for estimating all elements of the quark propagator. The advantage of the method is that the exact all-to-all propagator is reproduced in a large but finite number of inversions. The efficacy of the algorithm is tested in Monte Carlo simulations of Wilson quarks in quenched QCD. Applications that are difficult to probe with point propagators are discussed
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Ireland -> Maynooth University -> Academic Unit = Faculty of Science and Engineering: Mathematical Physics
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Full list of authors on original publication

Jonivar Skullerud, Sinead Marie Ryan, K. Jimmy Juge, Michael James Peardon, Alan O Cais

Experts in our system

1
Sinead Marie Ryan
Trinity College Dublin
Total Publications: 63
 
2
Michael James Peardon
Trinity College Dublin
Total Publications: 64