Alternatives to the stochastic "noise vector" approach

Philippe de Forcrand; Benjamin Jaeger

doi:10.1051/epjconf/201817514022

Alternatives to the stochastic "noise vector" approach

Philippe de Forcrand
, Benjamin Jaeger

Institut for Matematik og Datalogi

ETH Zürich
CERN

Publikation: Bidrag til tidsskrift › Konferenceartikel › Forskning › peer review

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Abstract

Several important observables, like the quark condensate and the Taylor coefficients of the expansion of the QCD pressure with respect to the chemical potential, are based on the trace of the inverse Dirac operator and of its powers. Such traces are traditionally estimated with "noise vectors" sandwiching the operator. We explore alternative approaches based on polynomial approximations of the inverse Dirac operator.

Originalsprog	Engelsk
Artikelnummer	14022
Tidsskrift	EPJ Web of Conferences
Vol/bind	175
Antal sider	8
ISSN	2100-014X
DOI	https://doi.org/10.1051/epjconf/201817514022
Status	Udgivet - 26. mar. 2018
Begivenhed	35th International Symposium on Lattice Field Theory - Granada, Spanien Varighed: 18. jun. 2017 → 24. jun. 2017 Konferencens nummer: 35

Konference

Konference	35th International Symposium on Lattice Field Theory
Nummer	35
Land/Område	Spanien
By	Granada
Periode	18/06/2017 → 24/06/2017

Bibliografisk note

Eight pages, thirteen figures. Proceedings of the 35th International Symposium on Lattice Field Theory

Emneord

hep-lat

Dokumenter og links

10.1051/epjconf/201817514022Licens: CC BY

1710.07305v1Indsendt manuskript, 2,62 MB
Alternatives to the stochastic noise vector approachForlagets udgivne version, 1,36 MBLicens: CC BY

SDU link

Tjek adgangen til materialet i Syddansk Universitetsbiblioteks søgemaskine

Citationsformater

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N2 - Several important observables, like the quark condensate and the Taylor coefficients of the expansion of the QCD pressure with respect to the chemical potential, are based on the trace of the inverse Dirac operator and of its powers. Such traces are traditionally estimated with "noise vectors" sandwiching the operator. We explore alternative approaches based on polynomial approximations of the inverse Dirac operator.

AB - Several important observables, like the quark condensate and the Taylor coefficients of the expansion of the QCD pressure with respect to the chemical potential, are based on the trace of the inverse Dirac operator and of its powers. Such traces are traditionally estimated with "noise vectors" sandwiching the operator. We explore alternative approaches based on polynomial approximations of the inverse Dirac operator.

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M3 - Conference article

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Alternatives to the stochastic "noise vector" approach

Abstract

Konference

Bibliografisk note

Emneord

Dokumenter og links

SDU link

Fingeraftryk

Citationsformater