xref: /petsc/src/vec/is/sf/tutorials/output/ex1_10_basic_vector.out (revision e9c2de13f1527bfd8ec0d39a07e637e43d1d9c6b) 
1PetscSF Object: 4 MPI processes
2  type: basic
3  [0] Number of roots=6, leaves=4, remote ranks=2
4  [0] 0 <- (3,1)
5  [0] 1 <- (1,0)
6  [0] 2 <- (3,3)
7  [0] 3 <- (1,2)
8  [1] Number of roots=4, leaves=6, remote ranks=2
9  [1] 0 <- (0,1)
10  [1] 1 <- (2,0)
11  [1] 2 <- (0,2)
12  [1] 3 <- (0,4)
13  [1] 4 <- (2,2)
14  [1] 5 <- (0,5)
15  [2] Number of roots=4, leaves=6, remote ranks=3
16  [2] 0 <- (1,1)
17  [2] 1 <- (3,0)
18  [2] 2 <- (0,2)
19  [2] 3 <- (1,3)
20  [2] 4 <- (3,2)
21  [2] 5 <- (0,5)
22  [3] Number of roots=4, leaves=6, remote ranks=2
23  [3] 0 <- (2,1)
24  [3] 1 <- (0,0)
25  [3] 2 <- (0,2)
26  [3] 3 <- (2,3)
27  [3] 4 <- (0,3)
28  [3] 5 <- (0,5)
29  [0] Roots referenced by my leaves, by rank
30  [0] 1: 2 edges
31  [0]    1 <- 0
32  [0]    3 <- 2
33  [0] 3: 2 edges
34  [0]    0 <- 1
35  [0]    2 <- 3
36  [1] Roots referenced by my leaves, by rank
37  [1] 0: 4 edges
38  [1]    0 <- 1
39  [1]    2 <- 2
40  [1]    3 <- 4
41  [1]    5 <- 5
42  [1] 2: 2 edges
43  [1]    1 <- 0
44  [1]    4 <- 2
45  [2] Roots referenced by my leaves, by rank
46  [2] 0: 2 edges
47  [2]    2 <- 2
48  [2]    5 <- 5
49  [2] 1: 2 edges
50  [2]    0 <- 1
51  [2]    3 <- 3
52  [2] 3: 2 edges
53  [2]    1 <- 0
54  [2]    4 <- 2
55  [3] Roots referenced by my leaves, by rank
56  [3] 0: 4 edges
57  [3]    1 <- 0
58  [3]    2 <- 2
59  [3]    4 <- 3
60  [3]    5 <- 5
61  [3] 2: 2 edges
62  [3]    0 <- 1
63  [3]    3 <- 3
64  MultiSF sort=rank-order
65## Bcast Rootdata
66[0] 0: 100 101 102 103 104 105
67[1] 0: 200 201 202 203
68[2] 0: 300 301 302 303
69[3] 0: 400 401 402 403
70## Bcast Leafdata
71[0] 0: 401 200 403 202
72[1] 0: 101 300 102 104 302 105
73[2] 0: 201 400 102 203 402 105
74[3] 0: 301 100 102 303 103 105
75## Bcast Rootdata in type of char
76   0:    A    B    C    D    E    F
77   1:    D    E    F    G
78   2:    G    H    I    J
79   3:    J    K    L    M
80## Bcast Leafdata in type of char
81   0:    K    D    M    F
82   1:    B    G    C    E    I    F
83   2:    E    J    C    G    L    F
84   3:    H    A    C    J    D    F
85## Pre-Reduce Rootdata
86[0] 0: 100 101 102 103 104 105
87[1] 0: 200 201 202 203
88[2] 0: 300 301 302 303
89[3] 0: 400 401 402 403
90## Reduce Leafdata
91[0] 0: 1000 1010 1020 1030
92[1] 0: 2000 2010 2020 2030 2040 2050
93[2] 0: 3000 3010 3020 3030 3040 3050
94[3] 0: 4000 4010 4020 4030 4040 4050
95## Reduce Rootdata
96[0] 0: 4110 2101 9162 4143 2134 9255
97[1] 0: 1210 3201 1232 3233
98[2] 0: 2310 4301 2342 4333
99[3] 0: 3410 1401 3442 1423
100## Pre-Reduce Rootdata in type of signed char
101   0:   10   11   12   13   14   15
102   1:   20   21   22   23
103   2:   30   31   32   33
104   3:   40   41   42   43
105## Reduce Leafdata in type of signed char
106   0:   50   60   70   80
107   1:  100  110  120 -126 -116 -106
108   2: -106  -96  -86  -76  -66  -56
109   3:  -56  -46  -36  -26  -16   -6
110## Reduce Rootdata in type of signed char
111   0:  -36  111   10   -3 -112  103
112   1:   80  -85  102  -53
113   2: -116  -25  -84    7
114   3:  -56   91  -24  113
115## Pre-Reduce Rootdata in type of unsigned char
116   0:   10   11   12   13   14   15
117   1:   20   21   22   23
118   2:   30   31   32   33
119   3:   40   41   42   43
120## Reduce Leafdata in type of unsigned char
121   0:   50   60   70   80
122   1:  100  110  120  130  140  150
123   2:  150  160  170  180  190  200
124   3:  200  210  220  230  240  250
125## Reduce Rootdata in type of unsigned char
126   0:  220  111   10  253  144  103
127   1:   80  171  102  203
128   2:  140  231  172    7
129   3:  200   91  232  113
130## Root degrees
131[0] 0: 1 1 3 1 1 3
132[1] 0: 1 1 1 1
133[2] 0: 1 1 1 1
134[3] 0: 1 1 1 1
135## Gathered data at multi-roots from leaves
136[0] 0: 4001 2000 2002 3002 4002 4004 2003 2005 3005 4005
137[1] 0: 1001 3000 1003 3003
138[2] 0: 2001 4000 2004 4003
139[3] 0: 3001 1000 3004 1002
140## Data at multi-roots, to scatter to leaves
141[0] 0: 1000 1100 1200 1201 1202 1300 1400 1500 1501 1502
142[1] 0: 2000 2100 2200 2300
143[2] 0: 3000 3100 3200 3300
144[3] 0: 4000 4100 4200 4300
145## Scattered data at leaves
146[0] 0: 4100 2000 4300 2200
147[1] 0: 1100 3000 1200 1400 3200 1500
148[2] 0: 2100 4000 1201 2300 4200 1501
149[3] 0: 3100 1000 1202 3300 1300 1502
150## Embedded PetscSF
151PetscSF Object: 4 MPI processes
152  type: basic
153  [0] Number of roots=6, leaves=1, remote ranks=1
154  [0] 0 <- (3,1)
155  [1] Number of roots=4, leaves=2, remote ranks=1
156  [1] 0 <- (0,1)
157  [1] 2 <- (0,2)
158  [2] Number of roots=4, leaves=2, remote ranks=2
159  [2] 0 <- (1,1)
160  [2] 2 <- (0,2)
161  [3] Number of roots=4, leaves=2, remote ranks=2
162  [3] 0 <- (2,1)
163  [3] 2 <- (0,2)
164  [0] Roots referenced by my leaves, by rank
165  [0] 3: 1 edges
166  [0]    0 <- 1
167  [1] Roots referenced by my leaves, by rank
168  [1] 0: 2 edges
169  [1]    0 <- 1
170  [1]    2 <- 2
171  [2] Roots referenced by my leaves, by rank
172  [2] 0: 1 edges
173  [2]    2 <- 2
174  [2] 1: 1 edges
175  [2]    0 <- 1
176  [3] Roots referenced by my leaves, by rank
177  [3] 0: 1 edges
178  [3]    2 <- 2
179  [3] 2: 1 edges
180  [3]    0 <- 1
181  MultiSF sort=rank-order
182## Multi-SF
183PetscSF Object: 4 MPI processes
184  type: basic
185  [0] Number of roots=10, leaves=4, remote ranks=2
186  [0] 0 <- (3,1)
187  [0] 1 <- (1,0)
188  [0] 2 <- (3,3)
189  [0] 3 <- (1,2)
190  [1] Number of roots=4, leaves=6, remote ranks=2
191  [1] 0 <- (0,1)
192  [1] 1 <- (2,0)
193  [1] 2 <- (0,2)
194  [1] 3 <- (0,6)
195  [1] 4 <- (2,2)
196  [1] 5 <- (0,7)
197  [2] Number of roots=4, leaves=6, remote ranks=3
198  [2] 0 <- (1,1)
199  [2] 1 <- (3,0)
200  [2] 2 <- (0,3)
201  [2] 3 <- (1,3)
202  [2] 4 <- (3,2)
203  [2] 5 <- (0,8)
204  [3] Number of roots=4, leaves=6, remote ranks=2
205  [3] 0 <- (2,1)
206  [3] 1 <- (0,0)
207  [3] 2 <- (0,4)
208  [3] 3 <- (2,3)
209  [3] 4 <- (0,5)
210  [3] 5 <- (0,9)
211  MultiSF sort=rank-order
212## Multi-SF roots indices in original SF roots numbering
213[0] 0: 0 1 2 2 2 3 4 5 5 5
214[1] 0: 0 1 2 3
215[2] 0: 0 1 2 3
216[3] 0: 0 1 2 3
217## Inverse of Multi-SF
218PetscSF Object: 4 MPI processes
219  type: basic
220  [0] Number of roots=4, leaves=10, remote ranks=3
221  [0] 0 <- (3,1)
222  [0] 1 <- (1,0)
223  [0] 2 <- (1,2)
224  [0] 3 <- (2,2)
225  [0] 4 <- (3,2)
226  [0] 5 <- (3,4)
227  [0] 6 <- (1,3)
228  [0] 7 <- (1,5)
229  [0] 8 <- (2,5)
230  [0] 9 <- (3,5)
231  [1] Number of roots=6, leaves=4, remote ranks=2
232  [1] 0 <- (0,1)
233  [1] 1 <- (2,0)
234  [1] 2 <- (0,3)
235  [1] 3 <- (2,3)
236  [2] Number of roots=6, leaves=4, remote ranks=2
237  [2] 0 <- (1,1)
238  [2] 1 <- (3,0)
239  [2] 2 <- (1,4)
240  [2] 3 <- (3,3)
241  [3] Number of roots=6, leaves=4, remote ranks=2
242  [3] 0 <- (2,1)
243  [3] 1 <- (0,0)
244  [3] 2 <- (2,4)
245  [3] 3 <- (0,2)
246  MultiSF sort=rank-order
247## Inverse of Multi-SF, original numbering
248  [0] Number of roots=4, leaves=10, remote ranks=3
249  [0] 0 <- (3,1)
250  [0] 1 <- (1,0)
251  [0] 2 <- (1,2)
252  [0] 2 <- (2,2)
253  [0] 2 <- (3,2)
254  [0] 3 <- (3,4)
255  [0] 4 <- (1,3)
256  [0] 5 <- (1,5)
257  [0] 5 <- (2,5)
258  [0] 5 <- (3,5)
259  [1] Number of roots=6, leaves=4, remote ranks=2
260  [1] 0 <- (0,1)
261  [1] 1 <- (2,0)
262  [1] 2 <- (0,3)
263  [1] 3 <- (2,3)
264  [2] Number of roots=6, leaves=4, remote ranks=2
265  [2] 0 <- (1,1)
266  [2] 1 <- (3,0)
267  [2] 2 <- (1,4)
268  [2] 3 <- (3,3)
269  [3] Number of roots=6, leaves=4, remote ranks=2
270  [3] 0 <- (2,1)
271  [3] 1 <- (0,0)
272  [3] 2 <- (2,4)
273  [3] 3 <- (0,2)
274