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Table A.1
Galaxy stellar mass distribution of the COSMOS groups and field.
Log(M) | NSFG | Npassive | Nall | NSFG | Npassive | Nall | NSFG | Npassive | Nall |
|
|||||||||
z = 0.2–0.4 | |||||||||
|
|||||||||
8.125 | 161.92![]() |
13.07![]() |
174.99![]() |
41.30![]() |
5.93![]() |
47.24![]() |
3411![]() |
99![]() |
3510![]() |
8.375 | 186.95![]() |
37.75![]() |
224.70![]() |
72.67![]() |
17.73![]() |
90.40![]() |
3005![]() |
211![]() |
3216![]() |
8.625 | 155.90![]() |
55.62![]() |
211.52![]() |
61.28![]() |
23.87![]() |
85.15![]() |
2298![]() |
384![]() |
2682![]() |
8.875 | 149.53![]() |
44.41![]() |
193.93![]() |
53.31![]() |
34.88![]() |
88.19![]() |
1737![]() |
290![]() |
2027![]() |
9.125 | 90.28![]() |
42.25![]() |
132.54![]() |
41.22![]() |
33.91![]() |
75.13![]() |
1374![]() |
194![]() |
1568![]() |
9.375 | 82.75![]() |
49.18![]() |
131.93![]() |
37.38![]() |
28.61![]() |
65.99![]() |
987![]() |
129![]() |
1116![]() |
9.625 | 53.91![]() |
38.80![]() |
92.71![]() |
27.25![]() |
29.84![]() |
57.09![]() |
813![]() |
108![]() |
921![]() |
9.875 | 46.27![]() |
32.53![]() |
78.81![]() |
21.20![]() |
29.74![]() |
50.94![]() |
632![]() |
117![]() |
749![]() |
10.125 | 49.89![]() |
23.76![]() |
73.66![]() |
16.88![]() |
31.46![]() |
48.34![]() |
476![]() |
143![]() |
619![]() |
10.375 | 29.90![]() |
32.70![]() |
62.60![]() |
11.24![]() |
29.07![]() |
40.32![]() |
442![]() |
179![]() |
621![]() |
10.625 | 30.26![]() |
31.78![]() |
62.04![]() |
16.83![]() |
11.74![]() |
28.57![]() |
295![]() |
210![]() |
505![]() |
10.875 | 20.87![]() |
25.18![]() |
46.05![]() |
3.14![]() |
16.61![]() |
19.75![]() |
173![]() |
129![]() |
302![]() |
11.125 | 4.16![]() |
24.84![]() |
29.00![]() |
1.33![]() |
7.21![]() |
8.55![]() |
62![]() |
73![]() |
135![]() |
11.375 | 2.85![]() |
12.29![]() |
15.14![]() |
0.95![]() |
2.74![]() |
3.69![]() |
5![]() |
24![]() |
29![]() |
11.625 | 1.00![]() |
-0.06![]() |
0.94![]() |
0.00![]() |
1.98![]() |
1.98![]() |
0![]() |
2![]() |
2![]() |
|
|||||||||
z = 0.4–0.6 | |||||||||
|
|||||||||
8.125 | 84.52![]() |
-0.03![]() |
84.50![]() |
- | - | - | 2632![]() |
5![]() |
2637![]() |
8.375 | 142.12![]() |
1.80![]() |
143.92![]() |
- | - | - | 3979![]() |
36![]() |
4015![]() |
8.625 | 161.40![]() |
17.26![]() |
178.66![]() |
- | - | - | 3928![]() |
134![]() |
4062![]() |
8.875 | 124.73![]() |
20.88![]() |
145.60![]() |
- | - | - | 2959![]() |
204![]() |
3163![]() |
9.125 | 87.44![]() |
22.15![]() |
109.59![]() |
- | - | - | 2101![]() |
155![]() |
2256![]() |
9.375 | 69.84![]() |
16.45![]() |
86.29![]() |
- | - | - | 1484![]() |
100![]() |
1584![]() |
9.625 | 53.10![]() |
22.53![]() |
75.64![]() |
- | - | - | 1072![]() |
85![]() |
1157![]() |
9.875 | 27.66![]() |
16.43![]() |
44.08![]() |
- | - | - | 790![]() |
104![]() |
894![]() |
10.125 | 41.12![]() |
18.21![]() |
59.33![]() |
- | - | - | 706![]() |
143![]() |
849![]() |
10.375 | 26.84![]() |
23.84![]() |
50.68![]() |
- | - | - | 575![]() |
211![]() |
786![]() |
10.625 | 34.43![]() |
24.73![]() |
59.17![]() |
- | - | - | 467![]() |
230![]() |
697![]() |
10.875 | 20.32![]() |
19.89![]() |
40.21![]() |
- | - | - | 306![]() |
201![]() |
507![]() |
11.125 | 5.38![]() |
16.30![]() |
21.68![]() |
- | - | - | 113![]() |
127![]() |
240![]() |
11.375 | -0.08![]() |
8.79![]() |
8.71![]() |
- | - | - | 14![]() |
39![]() |
53![]() |
11.625 | 0.00![]() |
2.97![]() |
2.97![]() |
- | - | - | 0![]() |
6![]() |
6![]() |
|
|||||||||
z = 0.6–0.8 | |||||||||
|
|||||||||
8.125 | 54.66![]() |
-0.04![]() |
54.62![]() |
- | - | - | 1467![]() |
7![]() |
1474![]() |
8.375 | 87.06![]() |
0.98![]() |
88.04![]() |
- | - | - | 3385![]() |
4![]() |
3389![]() |
8.625 | 152.23![]() |
3.95![]() |
156.18![]() |
- | - | - | 4949![]() |
10![]() |
4959![]() |
8.875 | 159.03![]() |
2.79![]() |
161.82![]() |
- | - | - | 5188![]() |
41![]() |
5229![]() |
9.125 | 149.41![]() |
11.46![]() |
160.87![]() |
- | - | - | 4313![]() |
108![]() |
4421![]() |
9.375 | 125.47![]() |
15.43![]() |
140.91![]() |
- | - | - | 3102![]() |
113![]() |
3215![]() |
9.625 | 107.04![]() |
14.51![]() |
121.55![]() |
- | - | - | 2189![]() |
98![]() |
2287![]() |
9.875 | 69.22![]() |
18.23![]() |
87.45![]() |
- | - | - | 1554![]() |
154![]() |
1708![]() |
10.125 | 57.90![]() |
22.97![]() |
80.88![]() |
- | - | - | 1218![]() |
205![]() |
1423![]() |
10.375 | 52.04![]() |
31.53![]() |
83.57![]() |
- | - | - | 991![]() |
294![]() |
1285![]() |
10.625 | 36.36![]() |
33.39![]() |
69.75![]() |
- | - | - | 727![]() |
322![]() |
1049![]() |
10.875 | 26.28![]() |
23.46![]() |
49.74![]() |
- | - | - | 543![]() |
308![]() |
851![]() |
11.125 | 27.88![]() |
33.96![]() |
61.85![]() |
- | - | - | 223![]() |
207![]() |
430![]() |
11.375 | 2.78![]() |
15.49![]() |
18.27![]() |
- | - | - | 44![]() |
101![]() |
145![]() |
11.625 | -0.03![]() |
2.95![]() |
2.92![]() |
- | - | - | 5![]() |
10![]() |
15![]() |
|
|||||||||
z = 0.8–1.0 | |||||||||
|
|||||||||
8.125 | 7.25![]() |
-0.01![]() |
7.24![]() |
10.98![]() |
0.99![]() |
11.97![]() |
353![]() |
5![]() |
358![]() |
8.375 | 21.34![]() |
0.96![]() |
22.30![]() |
12.39![]() |
-0.05![]() |
12.33![]() |
1256![]() |
18![]() |
1274![]() |
8.625 | 46.35![]() |
1.95![]() |
48.30![]() |
59.95![]() |
1.93![]() |
61.88![]() |
3144![]() |
24![]() |
3168![]() |
8.875 | 91.10![]() |
0.98![]() |
92.08![]() |
75.17![]() |
1.98![]() |
77.15![]() |
5152![]() |
8![]() |
5160![]() |
9.125 | 94.33![]() |
-0.06![]() |
94.27![]() |
94.49![]() |
-0.07![]() |
94.41![]() |
5044![]() |
26![]() |
5070![]() |
9.375 | 96.04![]() |
3.90![]() |
99.94![]() |
93.82![]() |
2.86![]() |
96.69![]() |
4232![]() |
47![]() |
4279![]() |
9.625 | 68.00![]() |
0.84![]() |
68.85![]() |
80.48![]() |
5.79![]() |
86.27![]() |
3307![]() |
74![]() |
3381![]() |
9.875 | 65.64![]() |
6.68![]() |
72.32![]() |
50.71![]() |
17.57![]() |
68.28![]() |
2534![]() |
149![]() |
2683![]() |
10.125 | 55.63![]() |
9.41![]() |
65.05![]() |
52.06![]() |
21.20![]() |
73.26![]() |
2063![]() |
278![]() |
2341![]() |
10.375 | 53.47![]() |
21.13![]() |
74.60![]() |
48.20![]() |
30.81![]() |
79.01![]() |
1669![]() |
412![]() |
2081![]() |
10.625 | 34.25![]() |
21.97![]() |
56.22![]() |
40.26![]() |
34.60![]() |
74.86![]() |
1300![]() |
487![]() |
1787![]() |
10.875 | 29.29![]() |
22.01![]() |
51.29![]() |
26.67![]() |
22.65![]() |
49.32![]() |
809![]() |
470![]() |
1279![]() |
11.125 | 13.21![]() |
11.44![]() |
24.65![]() |
10.93![]() |
15.23![]() |
26.17![]() |
371![]() |
266![]() |
637![]() |
11.375 | 5.82![]() |
11.81![]() |
17.63![]() |
4.76![]() |
9.74![]() |
14.50![]() |
84![]() |
91![]() |
175![]() |
11.625 | -0.01![]() |
0.98![]() |
0.97![]() |
1.99![]() |
2.97![]() |
4.96![]() |
4![]() |
11![]() |
15![]() |
Notes. We list the GSMF for all the galaxies (NSFG) and separately for passive (Npassive) and star-forming (NSFG) galaxies in the different environments. The groups’ GSMF is background subtracted.
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