Open Access

Table B.1.

Analysis of the slices of the studied mock universe2.

Parameter Simulated value Ref. catalogue value Unit
General characteristics

Random seed 20251211082334
Reference catalogue Alam et al. (2015)
Number of galaxies (common footprint3 275, 487 ± 6700 274,975 galaxies
R.A. range (R.A. max. - R.A. min.) 120 152.05 [o]
DEC range (DEC max. - DEC min.) 90 73.99 [o]
Mean density of galaxies (common footprint) 0.0057 ± 0.0001 0.005 galaxies × (h−1 Mpc)−3

Clusters

Reference catalogue Tempel et al. (2017)
Number of cluster galaxies 16, 406 ± 832 16,419 galaxies
Number of clusters 333 ± 17 322 clusters
Min. n° of galaxies within a cluster 30 30 galaxies
Max. n° of galaxies within a cluster 291 254 galaxies
Density of galaxies within clusters 0.27 ± 0.01 galaxies × (h−1 Mpc)−3
Clusters connectivity (node degree) 4 filaments / node

Walls & filaments

Number of wall and filament galaxies 403, 150 ± 7643 galaxies
Number of walls 15, 022 ± 569 walls
Density of galaxies within walls and filaments 0.023 ± 0.001 galaxies × (h−1 Mpc)−3
Walls surface 516.34 ± 504.89 (h−1 Mpc)−2
Filaments length 31.18 ± 27.16 h−1 Mpc

Voids

Reference catalogue Pan et al. (2012)
Number of void galaxies 79, 387 ± 3272 79,947 galaxies
Number of voids 1060 ± 37 1054 voids
Density of galaxies within voids 0.0010 ± 0.0001 galaxies × (h−1 Mpc)−3
Median effective radius 28.61 ± 11.28 17-25 h−1 Mpc
Number of adjacent walls 14.28 ± 7.15 walls / void
Number of adjacent filaments 39.78 ± 10.89 filaments / void
Number of adjacent nodes 26.95 ± 6.94 nodes / void
Void shape4 1.28 ± 0.35 dimensionless

Notes. The symbol "±" represents the standard deviation of measured values (1σ). This number is measured in a chosen footprint for with both mock and reference catalogues present main data without border effects. The selected footprint limits are: RA ∈ [140o, 230o), DEC ∈ [0o, 50o) and Dist.∈[100, 500)[h−1Mpc]). Void shape was computed for each void as the fraction between the sum of the surface of its surrounding walls and the area of a sphere whose r = Reff.

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