activity
20232026
most citedA Minkowski Functional Analysis of the Cosmic Microwave Background Weak Lensing Convergence

3 citations · 3 across the 7 of their papers we have counts for

collaborators

7 papers

astro-ph.CO2026

(The) Wiggles going non-linear

Nathan Cohen, Jan Hamann

The simplest models of slow-roll inflation predict a featureless, nearly scale-invariant power spectrum of primordial curvature perturbations, consistent with current observations.…

astro-ph.CO2026

TUNeS: Neural Emulation of Large-Scale Structure Across Redshifts

Yuqi Kang, Hu Bin, Dongxing Li +1

In this work, we introduce TUNeS (Temporal UNet emulator for Structure formation), a neural network framework for accelerating N-body simulations by predicting the nonlinear evolut…

astro-ph.CO2026

Bayesian optimisation for Bayesian evidence (BOBE) -- a fast and efficient likelihood emulator for model selection

Nathan Cohen, Jan Hamann, Ameek Malhotra

The formalism of Bayesian model selection provides a very elegant way of ranking different physical models in terms of how compatible they are with a given set of observed data. Ho…

astro-ph.CO2024

Non-Gaussianity in CMB lensing from full-sky simulations

Jan Hamann, Yuqi Kang

The lensing convergence field describing the weak lensing effect of the Cosmic Microwave Background (CMB) radiation is expected to be subject to mild deviations from Gaussianity. W…

astro-ph.CO2024

ABMB: Deep Delensing Assisted Likelihood-Free Inference from CMB Polarization Maps

Kai Yi, Yanan Fan, Jan Hamann +2

The existence of a cosmic background of primordial gravitational waves (PGWB) is a robust prediction of inflationary cosmology, but it has so far evaded discovery. The most promisi…

astro-ph.CO2023★ 3 cited

A Minkowski Functional Analysis of the Cosmic Microwave Background Weak Lensing Convergence

Jan Hamann, Yuqi Kang

Minkowski functionals are summary statistics that capture the geometric and morphological properties of fields. They are sensitive to all higher order correlations of the fields an…

math.NA2023

Removing the mask -- reconstructing a scalar field on the sphere from a masked field

Jan Hamann, Quoc Thong Le Gia, Ian H. Sloan +1

The paper analyses a spectral approach to reconstructing a scalar field on the sphere, given only information about a masked version of the field together with precise information…