[{"intvolume":" 2006","publication_status":"published","language":[{"iso":"eng"}],"department":[{"_id":"23381619"},{"_id":"23381619"},{"_id":"23470443"}],"article_number":"069","title":"Probing the chiral weak Hamiltonian at finite volumes","isi":"1","date_updated":"2018-07-24T12:58:57Z","edit_mode":"expert","author":[{"full_name":"Hernandez, Pilar","last_name":"Hernandez","first_name":"Pilar"},{"last_name":"Laine","first_name":"Mikko","orcid":"0000-0002-2680-4213","full_name":"Laine, Mikko","id":"93995"}],"doi":"10.1088/1126-6708/2006/10/069","citation":{"dgps":"Hernandez, P. & Laine, M. (2006). Probing the chiral weak Hamiltonian at finite volumes. *JOURNAL OF HIGH ENERGY PHYSICS*, *2006*(10): 069. INT SCHOOL ADVANCED STUDIES. doi:10.1088/1126-6708/2006/10/069.

","chicago":"Hernandez, Pilar, and Laine, Mikko. 2006. “Probing the chiral weak Hamiltonian at finite volumes”. *JOURNAL OF HIGH ENERGY PHYSICS* 2006 (10): 069.

","bio1":"Hernandez P, Laine M (2006)

Probing the chiral weak Hamiltonian at finite volumes.

JOURNAL OF HIGH ENERGY PHYSICS 2006(10): 069.","apa_indent":"Hernandez, P., & Laine, M. (2006). Probing the chiral weak Hamiltonian at finite volumes. *JOURNAL OF HIGH ENERGY PHYSICS*, *2006*(10), 069. doi:10.1088/1126-6708/2006/10/069

","apa":"Hernandez, P., & Laine, M. (2006). Probing the chiral weak Hamiltonian at finite volumes. *JOURNAL OF HIGH ENERGY PHYSICS*, *2006*(10), 069. doi:10.1088/1126-6708/2006/10/069","angewandte-chemie":"P. Hernandez, and M. Laine, “Probing the chiral weak Hamiltonian at finite volumes”, *JOURNAL OF HIGH ENERGY PHYSICS*, **2006**, *2006*, : 069.","ama":"Hernandez P, Laine M. Probing the chiral weak Hamiltonian at finite volumes. *JOURNAL OF HIGH ENERGY PHYSICS*. 2006;2006(10): 069.","mla":"Hernandez, Pilar, and Laine, Mikko. “Probing the chiral weak Hamiltonian at finite volumes”. *JOURNAL OF HIGH ENERGY PHYSICS* 2006.10 (2006): 069.","harvard1":"Hernandez, P., & Laine, M., 2006. Probing the chiral weak Hamiltonian at finite volumes. *JOURNAL OF HIGH ENERGY PHYSICS*, 2006(10): 069.","wels":"Hernandez, P.; Laine, M. (2006): Probing the chiral weak Hamiltonian at finite volumes *JOURNAL OF HIGH ENERGY PHYSICS*,2006:(10):069","aps":" P. Hernandez and M. Laine, Probing the chiral weak Hamiltonian at finite volumes, JOURNAL OF HIGH ENERGY PHYSICS **2006**, (2006).","frontiers":"Hernandez, P., and Laine, M. (2006). Probing the chiral weak Hamiltonian at finite volumes. *JOURNAL OF HIGH ENERGY PHYSICS* 2006:069.","default":"Hernandez P, Laine M (2006)

*JOURNAL OF HIGH ENERGY PHYSICS* 2006(10): 069.","lncs":" Hernandez, P., Laine, M.: Probing the chiral weak Hamiltonian at finite volumes. JOURNAL OF HIGH ENERGY PHYSICS. 2006, : 069 (2006).","ieee":" P. Hernandez and M. Laine, “Probing the chiral weak Hamiltonian at finite volumes”, *JOURNAL OF HIGH ENERGY PHYSICS*, vol. 2006, 2006, : 069."},"external_id":{"arxiv":["hep-lat/0607027"],"inspire":["722030"],"isi":["000242714400021"]},"year":"2006","first_author":"Hernandez, Pilar","publication":"JOURNAL OF HIGH ENERGY PHYSICS","article_type":"review","quality_controlled":"1","publication_identifier":{"eissn":["1029-8479"],"issn":["1126-6708"]},"inspire":"1","date_created":"2010-04-28T12:18:30Z","arxiv":"1","volume":"2006","document_type":"journalArticle","_id":"1596677","type":"journal_article","issue":"10","keyword":["kaon physics","chiral lagrangians","lattice QCD","weak decays"],"abstract":[{"lang":"eng","text":"Non-leptonic kaon decays are often described through an effective chiral weak Hamiltonian, whose couplings (\"low-energy constants\") encode all non-perturbative QCD physics. It has recently been suggested that these low-energy constants could be determined at finite volumes by matching the non-perturbatively measured three-point correlation functions between the weak Hamiltonian and two left-handed flavour currents, to analytic predictions following from chiral perturbation theory. Here we complete the analytic side in two respects: by inspecting how small (\"epsilon-regime\") and intermediate or large (\"p-regime\") quark masses connect to each other, and by including in the discussion the two leading Delta I = 1/2 operators. We show that the epsilon-regime offers a straightforward strategy for disentangling the coefficients of the Delta I = 1/2 operators, and that in the p-regime finite-volume effects are significant in these observables once the pseudoscalar mass M and the box length L are in the regime ML less than or similar to 5.0."}],"status":"public","publisher":"INT SCHOOL ADVANCED STUDIES"}]