NIFTy Image Gallery

Wiener Filtering


1D inference without masking

Wiener filter reconstruction of a Gaussian random signal.

Output of getting_started_1 demo, 1D mode

To reproduce, run python3 demos/getting_started_1.py 0.


1D inference with masked data

Wiener filter reconstruction results for the full and partially masked data. Shown are the original signal (orange), the reconstruction (green), and one-sigma-confidence interval (gray).

images/rg1_d.png images/rg1_m_err_.png
images/rg1_d_gap.png images/rg1_m_gap_err_.png

2D inference with masked data

Wiener filter reconstruction of systematically and randomly masked data on a regular grid and sphere.

The same inference code is used as in ‘1D inference without masking’. Only the definitions of the signal domains and the respective masks were changed.

Output of getting_started_1 demo, 2D mode

To reproduce, run python3 demos/getting_started_1.py 1.


The same with a spherical domain.

Output of getting_started_1 demo, sphere mode

To reproduce, run python3 demos/getting_started_1.py 2.


MAP analyses, Poisson statistics

MAP reconstruction of Poissonian random signals.

All examples use the same inference code, except for the signal domain, mask and exposure definitions.

To reproduce, run python3 demos/getting_started_2.py n with n in (1, 2, 3).

Output of the getting_started_2 demo, 1D mode


2D regular grid domain.

Output of the getting_started_2 demo, 2D mode


Spherical domain.

Output of the getting_started_2 demo, sphere mode


Variational Bayes inferences, Line-of-sight imaging

Variational Bayes reconstruction of LOS data, with random and radially distributed LOS.

To reproduce, run python3 demos/getting_started_3.py n with n in (1, 2).

Output of the getting_started_3 demo, random LOS, setup Output of the getting_started_3 demo, random LOS, results


Output of the getting_started_3 demo, radial LOS, setup Output of the getting_started_3 demo, radial LOS, results


Transformations and Projections

The “Faraday Map” in spherical representation on a HPSpace and a GLSpace, their quadrupole projections, the uncertainty of the map, and the angular power spectrum.

images/f_00.png images/f_01.png
images/f_02.png images/f_03.png
images/f_04.png images/f_05.png

Image Reconstruction

Image reconstruction of the classic “Moon Surface” image. The original image “Moon Surface” was taken from the USC-SIPI image database.

images/moon_s.png images/moon_d.png images/moon_m.png
images/moon_kernel.png images/moon_mask.png images/moon_sigma.png