The galaxies missed by Hubble and ALMA: the contribution of extremely red galaxies to the cosmic census at 3<z<8

Kavli Affiliate: Roberto Maiolino | First 5 Authors: Christina C. Williams, Stacey Alberts, Zhiyuan Ji, Kevin N. Hainline, Jianwei Lyu | Summary: Using deep JWST imaging from JADES, JEMS and SMILES, we characterize optically-faint and extremely red galaxies at $z>3$ that were previously missing from galaxy census estimates. The data indicate the existence of abundant, […]


Continue.. The galaxies missed by Hubble and ALMA: the contribution of extremely red galaxies to the cosmic census at 3<z<8

A Bayesian Approach to Strong Lens Finding in the Era of Wide-area Surveys

Kavli Affiliate: Philip J. Marshall | First 5 Authors: Philip Holloway, Philip J. Marshall, Aprajita Verma, Anupreeta More, Raoul Cañameras | Summary: The arrival of the Vera C. Rubin Observatory’s Legacy Survey of Space and Time (LSST), Euclid-Wide and Roman wide area sensitive surveys will herald a new era in strong lens science in which […]


Continue.. A Bayesian Approach to Strong Lens Finding in the Era of Wide-area Surveys

A Bayesian Approach to Strong Lens Finding in the Era of Wide-area Surveys

Kavli Affiliate: Philip J. Marshall | First 5 Authors: Philip Holloway, Philip J. Marshall, Aprajita Verma, Anupreeta More, Raoul Cañameras | Summary: The arrival of the Vera C. Rubin Observatory’s Legacy Survey of Space and Time (LSST), Euclid-Wide and Roman wide area sensitive surveys will herald a new era in strong lens science in which […]


Continue.. A Bayesian Approach to Strong Lens Finding in the Era of Wide-area Surveys

First Measurement of $R(X_{τ/ell})$ as an Inclusive Test of the $b to c τν$ Anomaly

Kavli Affiliate: T. Higuchi | First 5 Authors: Belle II Collaboration, I. Adachi, K. Adamczyk, L. Aggarwal, H. Ahmed | Summary: We measure the tau-to-light-lepton ratio of inclusive $B$-meson branching fractions $R(X_{tau/ell}) equiv mathcal{B}(Bto X tau nu)/mathcal{B}(B to X ell nu)$, where $ell$ indicates an electron or muon, and thereby test the universality of charged-current […]


Continue.. First Measurement of $R(X_{τ/ell})$ as an Inclusive Test of the $b to c τν$ Anomaly

First measurement of $R(X_{τ/ell})$ as an inclusive test of the $b to c τν$ anomaly

Kavli Affiliate: T. Higuchi | First 5 Authors: Belle II Collaboration, I. Adachi, K. Adamczyk, L. Aggarwal, H. Ahmed | Summary: We measure the tau-to-light-lepton ratio of inclusive $B$-meson branching fractions $R(X_{tau/ell}) equiv mathcal{B}(Bto X tau nu)/mathcal{B}(B to X ell nu)$, where $ell$ indicates an electron or muon, and thereby test the universality of charged-current […]


Continue.. First measurement of $R(X_{τ/ell})$ as an inclusive test of the $b to c τν$ anomaly

Neural General Circulation Models for Weather and Climate

Kavli Affiliate: Michael P. Brenner | First 5 Authors: Dmitrii Kochkov, Janni Yuval, Ian Langmore, Peter Norgaard, Jamie Smith | Summary: General circulation models (GCMs) are the foundation of weather and climate prediction. GCMs are physics-based simulators which combine a numerical solver for large-scale dynamics with tuned representations for small-scale processes such as cloud formation. […]


Continue.. Neural General Circulation Models for Weather and Climate

Neural General Circulation Models

Kavli Affiliate: Michael P. Brenner | First 5 Authors: Dmitrii Kochkov, Janni Yuval, Ian Langmore, Peter Norgaard, Jamie Smith | Summary: General circulation models (GCMs) are the foundation of weather and climate prediction. GCMs are physics-based simulators which combine a numerical solver for large-scale dynamics with tuned representations for small-scale processes such as cloud formation. […]


Continue.. Neural General Circulation Models

Neural General Circulation Models

Kavli Affiliate: Michael P. Brenner | First 5 Authors: Dmitrii Kochkov, Janni Yuval, Ian Langmore, Peter Norgaard, Jamie Smith | Summary: General circulation models (GCMs) are the foundation of weather and climate prediction. GCMs are physics-based simulators which combine a numerical solver for large-scale dynamics with tuned representations for small-scale processes such as cloud formation. […]


Continue.. Neural General Circulation Models

Numerical integrator for highly oscillatory differential equations based on the Neumann series

Kavli Affiliate: Grzegorz Madejski | First 5 Authors: Rafał Perczyński, Grzegorz Madejski, , , | Summary: We propose a third-order numerical integrator based on the Neumann series and the Filon quadrature, designed mainly for highly oscillatory partial differential equations. The method can be applied to equations that exhibit small or moderate oscillations; however, counter-intuitively, large […]


Continue.. Numerical integrator for highly oscillatory differential equations based on the Neumann series

Numerical integrator for highly oscillatory differential equations based on the Neumann series

Kavli Affiliate: Grzegorz Madejski | First 5 Authors: Rafał Perczyński, Grzegorz Madejski, , , | Summary: We propose a third-order numerical integrator based on the Neumann series and the Filon quadrature, designed mainly for highly oscillatory partial differential equations. The method can be applied to equations that exhibit small or moderate oscillations; however, counter-intuitively, large […]


Continue.. Numerical integrator for highly oscillatory differential equations based on the Neumann series