Abstract

We forecast and optimize the cosmological power of various weak-lensing aperture mass (Map) map statistics for future cosmic shear surveys, including peaks, voids, and the full distribution of pixels (1DMap). These alternative methods probe the non-Gaussian regime of the matter distribution, adding complementary cosmological information to the classical two-point estimators. Based on the SLICS and cosmo-SLICSN-body simulations, we buildEuclid-like mocks to explore theS8 − Ωm − w0parameter space. We develop a new tomographic formalism that exploits the cross-information between redshift slices (cross-Map) in addition to the information from individual slices (auto-Map) probed in the standard approach. Our auto-Mapforecast precision is in good agreement with the recent literature on weak-lensing peak statistics and is improved by ∼50% when including cross-Map. It is further boosted by the use of 1DMapthat outperforms all other estimators, including the shear two-point correlation function (γ-2PCF). When considering all tomographic terms, our uncertainty range on the structure growth parameterS8is enhanced by ∼45% (almost twice better) when combining 1DMapand theγ-2PCF compared to theγ-2PCF alone. We additionally measure the first combined forecasts on the dark energy equation of statew0, finding a factor of three reduction in the statistical error compared to theγ-2PCF alone. This demonstrates that the complementary cosmological information explored by non-GaussianMapmap statistics not only offers the potential to improve the constraints on the recentσ8–Ωmtension, but also constitutes an avenue to understanding the accelerated expansion of our Universe.

Highlights

  • The coherent distortion between galaxy shapes due to the gravitational lensing by large-scale structure has emerged as one of the most powerful cosmological probes today

  • We develop a new mass map tomographic approach to include the cross-information between redshift slices, and apply it to simulated lensing catalogs matched in depth to the future Euclid survey, with a broad redshift distribution between 0 < z < 3

  • Exploring the impact on the distribution of signal-to-noise ratio (S/N) values of the map calculation that we use (Map) map, we find that the Fourier approach introduces a loss of power for the high S/N, with 5% fewer pixels with S /N ≥ 3.0 compared to the real-space computation

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Summary

Introduction

The coherent distortion between galaxy shapes due to the gravitational lensing by large-scale structure has emerged as one of the most powerful cosmological probes today.

Aperture mass computation
Real space computation
Fourier space computation
SLICS and cosmo-SLICS
Galaxy positions and ellipticities
Sampling the Map distribution
Shear two-point correlation functions
Tomography
Computing cosmological forecasts
Emulator
Likelihood
Forecasts
Map statistics forecasts
Comparison of 1D Map with peaks and voids
Comparison of 1D Map with γ-2PCF
Combination of 1D Map and γ-2PCF
Comparison with literature on weak-lensing peak statistics
Findings
Conclusion

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