xref: /petsc/src/dm/dt/dualspace/impls/lagrange/tests/output/ex1_1_discontinuous_full.out (revision a9cd3c18c65495fe816424773b8726fb95b6f846) 
1New space: segment, order 0, trimmed 0, tensor 0, continuous 0, form degree 0
2  All nodes:
3      Quadrature on a unknown of order -1 on 1 points (dim 1)
4  All node indices:
5( 1, 1,): [ 1.,]
6  All matrix: 1 nonzeros
7  Interior data is the same as all data
8  Interior node symmetry matrix for orientation -1:
9    Mat Object: (lag_) 1 MPI process
10      type: seqaij
11row 0: (0, 1.)
12  Interior node symmetry matrix for orientation 0:
13    Mat Object: (lag_) 1 MPI process
14      type: seqaij
15row 0: (0, 1.)
16New space: segment, order 0, trimmed 0, tensor 0, continuous 0, form degree 1
17  All nodes:
18      Quadrature on a unknown of order -1 on 1 points (dim 1)
19  All node indices:
20( 1, 1,): [ 1.,]
21  All matrix: 1 nonzeros
22  Interior data is the same as all data
23  Interior node symmetry matrix for orientation -1:
24    Mat Object: (lag_) 1 MPI process
25      type: seqaij
26row 0: (0, -1.)
27  Interior node symmetry matrix for orientation 0:
28    Mat Object: (lag_) 1 MPI process
29      type: seqaij
30row 0: (0, 1.)
31New space: segment, order 1, trimmed 0, tensor 0, continuous 0, form degree 0
32  All nodes:
33      Quadrature on a unknown of order -1 on 2 points (dim 1)
34  All node indices:
35( 2, 1,): [ 1.,]
36( 1, 2,): [ 1.,]
37  All matrix: 2 nonzeros
38  Interior data is the same as all data
39  Interior node symmetry matrix for orientation -1:
40    Mat Object: (lag_) 1 MPI process
41      type: seqaij
42row 0: (1, 1.)
43row 1: (0, 1.)
44  Interior node symmetry matrix for orientation 0:
45    Mat Object: (lag_) 1 MPI process
46      type: seqaij
47row 0: (0, 1.)
48row 1: (1, 1.)
49New space: segment, order 1, trimmed 0, tensor 0, continuous 0, form degree 1
50  All nodes:
51      Quadrature on a unknown of order -1 on 2 points (dim 1)
52  All node indices:
53( 2, 1,): [ 1.,]
54( 1, 2,): [ 1.,]
55  All matrix: 2 nonzeros
56  Interior data is the same as all data
57  Interior node symmetry matrix for orientation -1:
58    Mat Object: (lag_) 1 MPI process
59      type: seqaij
60row 0: (1, -1.)
61row 1: (0, -1.)
62  Interior node symmetry matrix for orientation 0:
63    Mat Object: (lag_) 1 MPI process
64      type: seqaij
65row 0: (0, 1.)
66row 1: (1, 1.)
67New space: segment, order 2, trimmed 0, tensor 0, continuous 0, form degree 0
68  All nodes:
69      Quadrature on a unknown of order -1 on 3 points (dim 1)
70  All node indices:
71( 3, 1,): [ 1.,]
72( 2, 2,): [ 1.,]
73( 1, 3,): [ 1.,]
74  All matrix: 3 nonzeros
75  Interior data is the same as all data
76  Interior node symmetry matrix for orientation -1:
77    Mat Object: (lag_) 1 MPI process
78      type: seqaij
79row 0: (2, 1.)
80row 1: (1, 1.)
81row 2: (0, 1.)
82  Interior node symmetry matrix for orientation 0:
83    Mat Object: (lag_) 1 MPI process
84      type: seqaij
85row 0: (0, 1.)
86row 1: (1, 1.)
87row 2: (2, 1.)
88New space: segment, order 2, trimmed 0, tensor 0, continuous 0, form degree 1
89  All nodes:
90      Quadrature on a unknown of order -1 on 3 points (dim 1)
91  All node indices:
92( 3, 1,): [ 1.,]
93( 2, 2,): [ 1.,]
94( 1, 3,): [ 1.,]
95  All matrix: 3 nonzeros
96  Interior data is the same as all data
97  Interior node symmetry matrix for orientation -1:
98    Mat Object: (lag_) 1 MPI process
99      type: seqaij
100row 0: (2, -1.)
101row 1: (1, -1.)
102row 2: (0, -1.)
103  Interior node symmetry matrix for orientation 0:
104    Mat Object: (lag_) 1 MPI process
105      type: seqaij
106row 0: (0, 1.)
107row 1: (1, 1.)
108row 2: (2, 1.)
109New space: segment, order 3, trimmed 0, tensor 0, continuous 0, form degree 0
110  All nodes:
111      Quadrature on a unknown of order -1 on 4 points (dim 1)
112  All node indices:
113( 4, 1,): [ 1.,]
114( 3, 2,): [ 1.,]
115( 2, 3,): [ 1.,]
116( 1, 4,): [ 1.,]
117  All matrix: 4 nonzeros
118  Interior data is the same as all data
119  Interior node symmetry matrix for orientation -1:
120    Mat Object: (lag_) 1 MPI process
121      type: seqaij
122row 0: (3, 1.)
123row 1: (2, 1.)
124row 2: (1, 1.)
125row 3: (0, 1.)
126  Interior node symmetry matrix for orientation 0:
127    Mat Object: (lag_) 1 MPI process
128      type: seqaij
129row 0: (0, 1.)
130row 1: (1, 1.)
131row 2: (2, 1.)
132row 3: (3, 1.)
133New space: segment, order 3, trimmed 0, tensor 0, continuous 0, form degree 1
134  All nodes:
135      Quadrature on a unknown of order -1 on 4 points (dim 1)
136  All node indices:
137( 4, 1,): [ 1.,]
138( 3, 2,): [ 1.,]
139( 2, 3,): [ 1.,]
140( 1, 4,): [ 1.,]
141  All matrix: 4 nonzeros
142  Interior data is the same as all data
143  Interior node symmetry matrix for orientation -1:
144    Mat Object: (lag_) 1 MPI process
145      type: seqaij
146row 0: (3, -1.)
147row 1: (2, -1.)
148row 2: (1, -1.)
149row 3: (0, -1.)
150  Interior node symmetry matrix for orientation 0:
151    Mat Object: (lag_) 1 MPI process
152      type: seqaij
153row 0: (0, 1.)
154row 1: (1, 1.)
155row 2: (2, 1.)
156row 3: (3, 1.)
157