The two-point correlation function covariance with fewer mocks
Trusov, Svyatoslav, Zarrouk, Pauline, Cole, Shaun, Norberg, Peder, Zhao, Cheng, Aguilar, Jessica Nicole, Ahlen, Steven, Brooks, David, de la Macorra, Axel, Doel, Peter, Font-Ribera, Andreu, Honscheid, Klaus, Kisner, Theodore, Landriau, Martin, Magneville, Christophe, Miquel, Ramon, Nie, Jundan, Poppett, Claire, Schubnell, Michael, Tarlé, Gregory, Zhou, Zhimin
Published in Monthly notices of the Royal Astronomical Society (01.01.2024)
Published in Monthly notices of the Royal Astronomical Society (01.01.2024)
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Journal Article
The 2-point correlation function covariance with fewer mocks
Trusov, Svyatoslav, Zarrouk, Pauline, Cole, Shaun, Norberg, Peder, Zhao, Cheng, Aguilar, Jessica Nicole, Ahlen, Steven, Brooks, David, de la Macorra, Axel, Doel, Peder, Font-Ribera, Andreu, Honscheid, Klaus, Kisner, Theodore, Landriau, Martin, Magneville, Christophe, Miquel, Ramon, Nie, Jundan, Poppett, Claire, Schubnell, Michael, Tarlé, Gregory, Zhou, Zhimin
Year of Publication 28.06.2023
Year of Publication 28.06.2023
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Journal Article
The 2-point correlation function covariance with fewer mocks
Trusov, Svyatoslav, Zarrouk, Pauline, Cole, Shaun, Norberg, Peder, Zhao, Cheng, Aguilar, Jessica Nicole, Ahlen, Steven, Brooks, David, de la Macorra, Axel, Doel, Peder, Font-Ribera, Andreu, Honscheid, Klaus, Kisner, Theodore, Landriau, Martin, Magneville, Christophe, Miquel, Ramon, Nie, Jundan, Poppett, Claire, Schubnell, Michael, Tarlé, Gregory, Zhou, Zhimin
Published in arXiv.org (28.11.2023)
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Published in arXiv.org (28.11.2023)
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