8 (1 +i*0)*x^0 + (-0.1 +i*0)*x^40000 + (-10 +i*0)*x^60000 + (1 +i*0)*x^100000
10 (-4000 +i*0)*x^39999 + (-600000 +i*0)*x^59999 + (100000 +i*0)*x^99999
12 zone limite de 'log-exp' 1.00356
13 zone limite de 'log-exp' 1.00356
14 zone limite de 'log-exp' 1.00356
15 dimgrid 391 dimblock 256 degrePoly 100000
16 proc 0, start 0 size 33365
17 proc 0 start 0 size 33365
18 dimgrid 391 dimblock 256 degrePoly 100000
19 proc 1, start 33365 size 33365
20 proc 1 start 33365 size 33365
21 dimgrid 391 dimblock 256 degrePoly 100000
22 proc 2, start 66730 size 33365
23 proc 2 start 66730 size 33365
24 iter : 1 Arret : 0.00638362 s/iter 0.326715
25 iter : 2 Arret : 0.00780885 s/iter 0.399767
26 iter : 3 Arret : 0.00278939 s/iter 0.327124
27 iter : 4 Arret : 0.00312024 s/iter 0.327290
28 iter : 5 Arret : 0.00261461 s/iter 0.327081
29 iter : 6 Arret : 0.00443129 s/iter 0.326569
30 iter : 7 Arret : 0.00529933 s/iter 0.326526
31 iter : 8 Arret : 0.00962751 s/iter 0.327146
32 iter : 9 Arret : 0.0107359 s/iter 0.326473
33 iter : 10 Arret : 0.00603516 s/iter 0.326463
34 iter : 11 Arret : 0.00278461 s/iter 0.327154
35 iter : 12 Arret : 0.000336786 s/iter 0.326455
36 iter : 13 Arret : 0.000245415 s/iter 0.326273
37 iter : 14 Arret : 0.000266948 s/iter 0.326718
38 iter : 15 Arret : 0.000254585 s/iter 0.326250
39 iter : 16 Arret : 0.000456802 s/iter 0.326186
40 iter : 17 Arret : 0.000147565 s/iter 0.326750
41 iter : 18 Arret : 2.07387E-07 s/iter 0.326144
42 iter : 19 Arret : 3.08546E-09 s/iter 0.326199
43 iter : 20 Arret : 4.59676E-11 s/iter 0.326798
44 iter : 21 Arret : 6.84814E-13 s/iter 0.326219
45 temps : 7.13273 seconde(s)
47 Nb de depassements de capacite exponentielle : 0
48 Precision : 2.61117E-09
49 Stabilite : 6.84814E-13
50 +---+----------------------------+------------+----------------------------+
51 | i | Zi | mod(Zi) | P(Zi) |
52 +---+----------------------------+------------+----------------------------+
53 | 1| 0.54036 +i* 0.841503| 1.00006|-5.00602E-11 +i* 9.0853E-12|
54 | 2| -0.113164 +i* 0.993538| 0.999962|-4.34919E-12 +i* 9.60242E-13|
55 | 3| -0.226885 +i* -0.973981| 1.00006|-5.81993E-10 +i*-4.18547E-10|
56 | 4| -0.715763 +i* 0.698289| 0.999962| 9.11271E-13 +i* 2.47219E-12|
57 | 5| 0.439922 +i* -0.897993| 0.999962|-3.49498E-13 +i* 1.66432E-12|
58 | 6| -0.996122 +i* 0.0886386| 1.00006| 4.72785E-10 +i* 4.13616E-11|
59 | 7| 0.908546 +i* -0.417692| 0.999962| 4.78506E-13 +i* 1.54377E-13|
60 | 8| -0.827813 +i* -0.560935| 0.999962| 9.76996E-13 +i*-2.04309E-12|
61 | 9| 0.968129 +i* 0.250682| 1.00006|-2.31715E-10 +i* 1.34848E-10|
62 | 10| -0.286842 +i* -0.958038| 1.00006|-5.93554E-10 +i*-2.45345E-10|
63 | 11| 0.591653 +i* 0.806145| 0.999962|-9.87654E-13 +i*-3.03635E-12|
64 | 12| -0.0511836 +i* 0.998651| 0.999962|-2.22622E-12 +i*-3.69013E-14|
65 | 13| -0.67097 +i* 0.741432| 0.999962|-8.03801E-14 +i*-1.68204E-12|
66 | 14| 0.383249 +i* -0.923603| 0.999962|-1.29119E-12 +i*-1.37426E-12|
67 | 15| -0.988685 +i* 0.15039| 1.00006|-1.61051E-10 +i* 7.18515E-11|
68 | 16| 0.880824 +i* -0.473363| 0.999962| 1.58029E-12 +i*-2.34379E-12|
69 | 17| -0.861082 +i* -0.508391| 0.999962| 1.02962E-12 +i*-4.51911E-12|
70 | 18| 0.98184 +i* 0.190015| 1.00006| 8.88373E-10 +i*-2.66385E-10|
71 | 19| -0.345842 +i* -0.938354| 1.00006| 1.38421E-10 +i*-2.31696E-10|
72 | 20| 0.640621 +i* 0.767807| 0.999962|-6.98774E-13 +i* 1.13798E-12|
73 +---+----------------------------+------------+----------------------------+
74 40000 racines de module = 1.00006
75 60000 racines de module = 0.999962
79 (1 +i*0)*x^0 + (-0.1 +i*0)*x^50000 + (-10 +i*0)*x^150000 + (1 +i*0)*x^200000
81 (-5000 +i*0)*x^49999 + (-1.5E+06 +i*0)*x^149999 + (200000 +i*0)*x^199999
83 zone limite de 'log-exp' 1.00178
84 zone limite de 'log-exp' 1.00178
85 zone limite de 'log-exp' 1.00178
86 dimgrid 782 dimblock 256 degrePoly 200000
87 proc 2, start 133460 size 66730
88 dimgrid 782 dimblock 256 degrePoly 200000
89 proc 1, start 66730 size 66730
90 proc 1 start 66730 size 66730
91 dimgrid 782 dimblock 256 degrePoly 200000
92 proc 0, start 0 size 66730
93 proc 0 start 0 size 66730
94 proc 2 start 133460 size 66730
95 iter : 1 Arret : 0.000533936 s/iter 1.097687
96 iter : 2 Arret : 0.00054918 s/iter 1.097788
97 iter : 3 Arret : 0.000302619 s/iter 1.097094
98 iter : 4 Arret : 0.000610723 s/iter 1.097469
99 iter : 5 Arret : 0.0013942 s/iter 1.097408
100 iter : 6 Arret : 0.0123305 s/iter 1.097332
101 iter : 7 Arret : 0.0276413 s/iter 1.097585
102 iter : 8 Arret : 0.0390327 s/iter 1.097910
103 iter : 9 Arret : 0.0768762 s/iter 1.098286
104 iter : 10 Arret : 0.261559 s/iter 1.199021
105 iter : 11 Arret : 0.996838 s/iter 1.231967
106 iter : 12 Arret : 2.41454 s/iter 1.226149
107 iter : 13 Arret : 2.18621 s/iter 1.224592
108 iter : 14 Arret : 1.07886 s/iter 1.189416
109 iter : 15 Arret : 2.0468 s/iter 1.225182
110 iter : 16 Arret : 2.06331 s/iter 1.228381
111 iter : 17 Arret : 0.85728 s/iter 1.201017
112 iter : 18 Arret : 0.652722 s/iter 1.225600
113 iter : 19 Arret : 0.985485 s/iter 1.227406
114 iter : 20 Arret : 4.10993 s/iter 1.228101
115 iter : 21 Arret : 0.600123 s/iter 1.227670
116 iter : 22 Arret : 0.86582 s/iter 1.231663
117 iter : 23 Arret : 0.31213 s/iter 1.227752
118 iter : 24 Arret : 0.424877 s/iter 1.223962
119 iter : 25 Arret : 0.275449 s/iter 1.097197
120 iter : 26 Arret : 0.212806 s/iter 1.221990
121 iter : 27 Arret : 0.124734 s/iter 1.097336
122 iter : 28 Arret : 0.088182 s/iter 1.096934
123 iter : 29 Arret : 0.0330763 s/iter 1.097169
124 iter : 30 Arret : 0.0100338 s/iter 1.097086
125 iter : 31 Arret : 0.000168049 s/iter 1.097161
126 iter : 32 Arret : 7.37376E-08 s/iter 1.096969
127 iter : 33 Arret : 7.38629E-12 s/iter 1.097234
128 iter : 34 Arret : 7.3696E-16 s/iter 1.097489
129 temps : 39.5342 seconde(s)
131 Nb de depassements de capacite exponentielle : 0
132 Precision : 9.52377E-08
133 Stabilite : 7.3696E-16
134 +---+----------------------------+------------+----------------------------+
135 | i | Zi | mod(Zi) | P(Zi) |
136 +---+----------------------------+------------+----------------------------+
137 | 1| 0.540303 +i* 0.841453| 0.999985| 1.08703E-11 +i*-2.49217E-12|
138 | 2| -0.837195 +i* 0.546877| 0.999985| -5.4492E-12 +i* 1.09163E-12|
139 | 3| -0.553418 +i* -0.832885| 0.999985| -1.9722E-12 +i*-7.40397E-12|
140 | 4| 0.828599 +i* -0.559925| 1.00005|-7.54521E-09 +i* 1.47059E-08|
141 | 5| -0.8197 +i* 0.572767| 0.999985|-4.21663E-13 +i* -2.8616E-12|
142 | 6| -0.57917 +i* -0.815188| 0.999985|-5.13034E-12 +i*-1.52645E-12|
143 | 7| 0.810626 +i* -0.585537| 0.999985|-6.36846E-12 +i*-5.86797E-12|
144 | 8| 0.592783 +i* 0.805419| 1.00005| 1.3403E-08 +i* 2.35166E-09|
145 | 9| -0.800777 +i* 0.59904| 1.00005|-1.05967E-08 +i* 2.82759E-08|
146 | 10| -0.604356 +i* -0.796695| 0.999985|-1.64091E-13 +i* 1.59084E-12|
147 | 11| 0.791937 +i* -0.610578| 0.999985| 6.0707E-13 +i* 1.52922E-12|
148 | 12| 0.616763 +i* 0.78713| 0.999985|-4.48042E-12 +i* -2.6295E-12|
149 | 13| -0.782301 +i* 0.622877| 0.999985|-2.15827E-12 +i*-6.27114E-12|
150 | 14| -0.628991 +i* -0.777472| 1.00005| 6.93065E-09 +i*-8.65443E-09|
151 | 15| 0.772474 +i* -0.635023| 0.999985| 1.54783E-11 +i*-1.81338E-12|
152 | 16| 0.641054 +i* 0.767476| 0.999985| 9.05009E-12 +i*-2.91295E-12|
153 | 17| -0.762458 +i* 0.647014| 0.999985| 5.81724E-12 +i*-9.99384E-12|
154 | 18| -0.652967 +i* -0.757366| 0.999985|-6.31406E-12 +i* 8.49495E-12|
155 | 19| 0.752302 +i* -0.658888| 1.00005| 3.99107E-09 +i* 1.02117E-08|
156 | 20| 0.66472 +i* 0.747072| 0.999985|-7.79776E-12 +i*-2.52076E-13|
157 +---+----------------------------+------------+----------------------------+
158 150000 racines de module = 0.999985
159 50000 racines de module = 1.00005
163 (1 +i*0)*x^0 + (-0.1 +i*0)*x^150000 + (-10 +i*0)*x^250000 + (1 +i*0)*x^400000
165 (-15000 +i*0)*x^149999 + (-2.5E+06 +i*0)*x^249999 + (400000 +i*0)*x^399999
167 zone limite de 'log-exp' 1.00089
168 zone limite de 'log-exp' 1.00089
169 zone limite de 'log-exp' 1.00089
170 dimgrid 1563 dimblock 256 degrePoly 400000
171 proc 1, start 133376 size 133376
172 dimgrid 1563 dimblock 256 degrePoly 400000
173 proc 2, start 266752 size 133376
174 dimgrid 1563 dimblock 256 degrePoly 400000
175 proc 0, start 0 size 133376
176 proc 2 start 266752 size 133376
177 proc 1 start 133376 size 133376
178 proc 0 start 0 size 133376
179 iter : 1 Arret : 0.000533421 s/iter 3.991725
180 iter : 2 Arret : 0.00367072 s/iter 3.993299
181 iter : 3 Arret : 0.00493773 s/iter 4.310647
182 iter : 4 Arret : 0.00496697 s/iter 3.992603
183 iter : 5 Arret : 0.0140779 s/iter 3.991503
184 iter : 6 Arret : 0.0122345 s/iter 3.993227
185 iter : 7 Arret : 0.0118851 s/iter 4.320085
186 iter : 8 Arret : 0.00413608 s/iter 3.992019
187 iter : 9 Arret : 0.0042286 s/iter 4.269756
188 iter : 10 Arret : 0.00316824 s/iter 3.992259
189 iter : 11 Arret : 0.00072238 s/iter 3.992655
190 iter : 12 Arret : 0.000430893 s/iter 3.992601
191 iter : 13 Arret : 0.000433942 s/iter 3.991813
192 iter : 14 Arret : 0.000150382 s/iter 3.993178
193 iter : 15 Arret : 0.000238887 s/iter 3.991814
194 iter : 16 Arret : 0.000121494 s/iter 3.993291
195 iter : 17 Arret : 9.71544E-07 s/iter 3.992093
196 iter : 18 Arret : 2.43359E-09 s/iter 3.992688
197 iter : 19 Arret : 5.24302E-12 s/iter 3.992746
198 iter : 20 Arret : 5.96461E-14 s/iter 3.992444
199 temps : 81.0542 seconde(s)
201 Nb de depassements de capacite exponentielle : 0
202 Precision : 1.49185E-08
203 Stabilite : 1.1328E-14
204 +---+----------------------------+------------+----------------------------+
205 | i | Zi | mod(Zi) | P(Zi) |
206 +---+----------------------------+------------+----------------------------+
207 | 1| 0.540334 +i* 0.84144| 0.999991| 6.97609E-12 +i* 5.61207E-12|
208 | 2| -0.998329 +i* 0.057622| 0.999991| 4.43912E-12 +i* 1.27665E-12|
209 | 3| 0.439867 +i* -0.898052| 0.999991|-8.50653E-12 +i*-8.85586E-12|
210 | 4| -0.996033 +i* 0.0888768| 0.999991|-3.15592E-12 +i* 1.17456E-12|
211 | 5| 0.411559 +i* -0.9114| 1.00002| 1.04334E-09 +i*-9.84037E-10|
212 | 6| 0.59196 +i* 0.805956| 0.999991| 5.24358E-13 +i*-8.53073E-12|
213 | 7| -0.992759 +i* 0.120044| 0.999991| 2.58804E-12 +i* 2.47274E-12|
214 | 8| 0.382796 +i* -0.923823| 0.999991|-1.63092E-11 +i* 4.26312E-12|
215 | 9| 0.616925 +i* 0.78701| 0.999991| 4.27514E-12 +i*-1.13966E-11|
216 | 10| -0.988534 +i* 0.151098| 1.00002|-8.27014E-10 +i* 9.44171E-10|
217 | 11| 0.35366 +i* -0.935364| 0.999991|-1.92664E-11 +i* 1.19958E-11|
218 | 12| 0.641299 +i* 0.767311| 1.00002|-2.44657E-09 +i* -6.7886E-11|
219 | 13| -0.983286 +i* 0.18202| 0.999991| 3.21676E-12 +i*-9.48297E-13|
220 | 14| 0.324176 +i* -0.945987| 0.999991| 1.53594E-11 +i*-1.57324E-12|
221 | 15| 0.66503 +i* 0.746804| 0.999991| 5.74873E-13 +i* 8.53884E-12|
222 | 16| -0.977132 +i* 0.212706| 1.00002|-2.02093E-10 +i* 3.44548E-10|
223 | 17| 0.294374 +i* -0.955681| 0.999991| -1.2063E-11 +i* 1.32238E-11|
224 | 18| 0.688092 +i* 0.725645| 1.00002|-4.51021E-09 +i* 1.95437E-09|
225 | 19| -0.969965 +i* 0.243206| 0.999991| 6.88072E-12 +i* 3.20268E-13|
226 | 20| 0.264283 +i* -0.964436| 0.999991| 2.5573E-11 +i*-6.45539E-12|
227 +---+----------------------------+------------+----------------------------+
228 250000 racines de module = 0.999991
229 150000 racines de module = 1.00002
233 (1 +i*0)*x^0 + (-0.1 +i*0)*x^250000 + (-10 +i*0)*x^350000 + (1 +i*0)*x^600000
235 (-25000 +i*0)*x^249999 + (-3.5E+06 +i*0)*x^349999 + (600000 +i*0)*x^599999
237 zone limite de 'log-exp' 1.00059
238 zone limite de 'log-exp' 1.00059
239 zone limite de 'log-exp' 1.00059
240 dimgrid 2344 dimblock 256 degrePoly 600000
241 proc 1, start 200021 size 200021
242 proc 1 start 200021 size 200021
243 dimgrid 2344 dimblock 256 degrePoly 600000
244 proc 0, start 0 size 200021
245 proc 0 start 0 size 200021
246 dimgrid 2344 dimblock 256 degrePoly 600000
247 proc 2, start 400042 size 200021
248 proc 2 start 400042 size 200021
249 iter : 1 Arret : 0.00226498 s/iter 9.046598
250 iter : 2 Arret : 0.286514 s/iter 9.041345
251 iter : 3 Arret : 0.37126 s/iter 9.194828
252 iter : 4 Arret : 0.357158 s/iter 9.425406
253 iter : 5 Arret : 0.489627 s/iter 9.503770
254 iter : 6 Arret : 0.0394603 s/iter 9.532369
255 iter : 7 Arret : 0.0346491 s/iter 9.595128
256 iter : 8 Arret : 0.058482 s/iter 9.502225
257 iter : 9 Arret : 0.0456855 s/iter 9.517820
258 iter : 10 Arret : 0.00888245 s/iter 9.163517
259 iter : 11 Arret : 0.00755074 s/iter 9.164057
260 iter : 12 Arret : 0.00999277 s/iter 9.132635
261 iter : 13 Arret : 0.00331316 s/iter 9.163813
262 iter : 14 Arret : 0.00348352 s/iter 9.037872
263 iter : 15 Arret : 0.00131143 s/iter 9.062842
264 iter : 16 Arret : 0.000194649 s/iter 9.032916
265 iter : 17 Arret : 0.000108537 s/iter 9.040569
266 iter : 18 Arret : 4.32539E-06 s/iter 9.040533
267 iter : 19 Arret : 1.30764E-08 s/iter 9.032518
268 iter : 20 Arret : 5.19734E-11 s/iter 9.039277
269 iter : 21 Arret : 2.06945E-13 s/iter 9.037120
270 temps : 193.628 seconde(s)
272 Nb de depassements de capacite exponentielle : 0
273 Precision : 1.29984E-05
274 Stabilite : 6.87034E-15
275 +---+----------------------------+------------+----------------------------+
276 | i | Zi | mod(Zi) | P(Zi) |
277 +---+----------------------------+------------+----------------------------+
278 | 1| 0.540302 +i* 0.841463| 0.999993| 8.34199E-12 +i* -1.9051E-11|
279 | 2| -0.553438 +i* -0.832883| 0.999993|-4.48197E-12 +i* 2.11486E-11|
280 | 3| -0.579282 +i* -0.815119| 0.999993| 1.33613E-11 +i*-1.98701E-11|
281 | 4| 0.592014 +i* 0.805919| 0.999993|-3.98037E-12 +i* 9.55808E-12|
282 | 5| -0.604557 +i* -0.796554| 0.999993|-2.82974E-12 +i* 9.99473E-12|
283 | 6| 0.61698 +i* 0.78697| 0.999993|-4.77973E-12 +i* 2.40621E-11|
284 | 7| -0.629237 +i* -0.777205| 0.999993|-2.92122E-12 +i*-4.85867E-12|
285 | 8| 0.641354 +i* 0.767237| 0.999993|-1.64209E-11 +i* 1.12904E-12|
286 | 9| -0.653299 +i* -0.757092| 0.999993|-8.22453E-13 +i* 2.82818E-12|
287 | 10| 0.665096 +i* 0.746749| 0.999993| -1.2145E-11 +i* 1.89129E-11|
288 | 11| -0.676717 +i* -0.736234| 0.999993|-1.26079E-11 +i*-1.25073E-11|
289 | 12| 0.688185 +i* 0.725526| 0.999993|-4.43978E-12 +i*-2.31382E-11|
290 | 13| -0.699466 +i* -0.714679| 1.00001| 3.92343E-10 +i*-3.02623E-09|
291 | 14| 0.710597 +i* 0.70359| 0.999993| 1.28564E-11 +i* 1.56626E-11|
292 | 15| -0.721517 +i* -0.69241| 1.00001| 1.76709E-09 +i*-4.04041E-09|
293 | 16| 0.73231 +i* 0.680962| 0.999993| 1.34706E-11 +i*-4.43489E-12|
294 | 17| -0.742904 +i* -0.669389| 0.999993|-7.78222E-12 +i* 1.50098E-11|
295 | 18| 0.7533 +i* 0.657691| 1.00001| 1.64587E-09 +i*-3.03669E-09|
296 | 19| -0.763538 +i* -0.645777| 1.00001|-8.22278E-10 +i*-5.86372E-10|
297 | 20| 0.773539 +i* 0.633763| 1.00001| -4.2314E-09 +i* 1.86243E-09|
298 +---+----------------------------+------------+----------------------------+
299 350000 racines de module = 0.999993
300 250000 racines de module = 1.00001
304 (1 +i*0)*x^0 + (-0.1 +i*0)*x^300000 + (-10 +i*0)*x^500000 + (1 +i*0)*x^800000
306 (-30000 +i*0)*x^299999 + (-5E+06 +i*0)*x^499999 + (800000 +i*0)*x^799999
308 zone limite de 'log-exp' 1.00044
309 zone limite de 'log-exp' 1.00044
310 zone limite de 'log-exp' 1.00044
311 dimgrid 3125 dimblock 256 degrePoly 800000
312 proc 1, start 266666 size 266666
313 proc 1 start 266666 size 266666
314 dimgrid 3125 dimblock 256 degrePoly 800000
315 proc 2, start 533332 size 266666
316 proc 2 start 533332 size 266666
317 dimgrid 3125 dimblock 256 degrePoly 800000
318 proc 0, start 0 size 266666
319 proc 0 start 0 size 266666
320 iter : 1 Arret : 0.013303 s/iter 15.845449
321 iter : 2 Arret : 1.22368 s/iter 15.831599
322 iter : 3 Arret : 0.34478 s/iter 15.835186
323 iter : 4 Arret : 0.804966 s/iter 15.861997
324 iter : 5 Arret : 0.957981 s/iter 15.872722
325 iter : 6 Arret : 0.716801 s/iter 16.172143
326 iter : 7 Arret : 0.496135 s/iter 16.224317
327 iter : 8 Arret : 0.326979 s/iter 16.181063
328 iter : 9 Arret : 0.252467 s/iter 16.538160
329 iter : 10 Arret : 0.244395 s/iter 16.297675
330 iter : 11 Arret : 0.173672 s/iter 16.136429
331 iter : 12 Arret : 0.197369 s/iter 16.323607
332 iter : 13 Arret : 0.168305 s/iter 16.324722
333 iter : 14 Arret : 0.168579 s/iter 16.212899
334 iter : 15 Arret : 0.208926 s/iter 16.207350
335 iter : 16 Arret : 0.165995 s/iter 16.153929
336 iter : 17 Arret : 0.223284 s/iter 16.250807
337 iter : 18 Arret : 0.324113 s/iter 16.164325
338 iter : 19 Arret : 0.771739 s/iter 16.136061
339 iter : 20 Arret : 1.00477 s/iter 16.138977
340 iter : 21 Arret : 1.00247 s/iter 16.140663
341 iter : 22 Arret : 0.543015 s/iter 16.140175
342 iter : 23 Arret : 0.476319 s/iter 15.852664
343 iter : 24 Arret : 0.401176 s/iter 15.844834
344 iter : 25 Arret : 0.142005 s/iter 15.837565
345 iter : 26 Arret : 0.0393995 s/iter 15.832097
346 iter : 27 Arret : 0.0199662 s/iter 15.824967
347 iter : 28 Arret : 0.00992138 s/iter 15.835004
348 iter : 29 Arret : 0.00549329 s/iter 15.825203
349 iter : 30 Arret : 0.000480868 s/iter 15.805032
350 iter : 31 Arret : 3.00435E-06 s/iter 15.832975
351 iter : 32 Arret : 3.08148E-09 s/iter 15.816239
352 iter : 33 Arret : 6.64256E-12 s/iter 15.831931
353 iter : 34 Arret : 1.43767E-14 s/iter 15.816196
354 temps : 545.367 seconde(s)
356 Nb de depassements de capacite exponentielle : 0
358 Stabilite : 2.22043E-16
359 +---+----------------------------+------------+----------------------------+
360 | i | Zi | mod(Zi) | P(Zi) |
361 +---+----------------------------+------------+----------------------------+
362 | 1| 0.540305 +i* 0.841464| 0.999995| -2.03E-11 +i* 2.74701E-11|
363 | 2| 0.592014 +i* 0.805922| 0.999995|-1.82734E-11 +i* 2.10218E-11|
364 | 3| 0.617007 +i* 0.786952| 0.999995| 4.23442E-11 +i* -6.2147E-12|
365 | 4| 0.641392 +i* 0.767207| 0.999995| 6.90537E-12 +i*-5.12417E-11|
366 | 5| 0.665146 +i* 0.746707| 0.999995| 2.02977E-11 +i* 7.48579E-12|
367 | 6| 0.688245 +i* 0.725472| 0.999995|-1.73153E-11 +i* -1.2656E-11|
368 | 7| 0.710675 +i* 0.703514| 0.999995|-8.58691E-12 +i* 2.79902E-11|
369 | 8| 0.732388 +i* 0.68088| 0.999995| 9.45355E-12 +i* 2.09024E-11|
370 | 9| 0.753381 +i* 0.657577| 0.999995|-1.40248E-11 +i* 5.11502E-11|
371 | 10| 0.77364 +i* 0.633618| 0.999995|-1.72307E-11 +i* 1.22723E-11|
372 | 11| 0.793138 +i* 0.609034| 0.999995| 3.89222E-12 +i* 2.21356E-11|
373 | 12| 0.811855 +i* 0.583851| 0.999995|-1.28337E-11 +i*-5.47207E-12|
374 | 13| 0.829772 +i* 0.558094| 0.999995|-1.63114E-11 +i*-1.64246E-12|
375 | 14| 0.846873 +i* 0.531786| 0.999995|-1.80345E-12 +i* 5.96675E-11|
376 | 15| 0.863146 +i* 0.504945| 0.999995|-1.01228E-11 +i* 1.20409E-11|
377 | 16| 0.878557 +i* 0.477628| 0.999995|-2.16493E-12 +i* 1.10533E-11|
378 | 17| 0.893104 +i* 0.449841| 0.999995|-1.48552E-11 +i* 1.06063E-11|
379 | 18| 0.906777 +i* 0.4216| 0.999995|-1.38745E-11 +i* 5.33384E-12|
380 | 19| 0.919557 +i* 0.392944| 0.999995|-3.33245E-11 +i* 5.94386E-12|
381 | 20| 0.931433 +i* 0.363901| 0.999995| 4.93219E-11 +i*-2.82651E-11|
382 +---+----------------------------+------------+----------------------------+
383 499999 racines de module = 0.999995
384 299999 racines de module = 1.00001
385 2 racines de module = 1
389 (1 +i*0)*x^0 + (-0.1 +i*0)*x^400000 + (-10 +i*0)*x^600000 + (1 +i*0)*x^1000000
391 (-40000 +i*0)*x^399999 + (-6E+06 +i*0)*x^599999 + (1E+06 +i*0)*x^999999
393 zone limite de 'log-exp' 1.00035
394 zone limite de 'log-exp' 1.00035
395 zone limite de 'log-exp' 1.00035
396 dimgrid 3907 dimblock 256 degrePoly 1000000
397 proc 1, start 333397 size 333397
398 dimgrid 3907 dimblock 256 degrePoly 1000000
399 proc 2, start 666794 size 333397
400 dimgrid 3907 dimblock 256 degrePoly 1000000
401 proc 0, start 0 size 333397
402 proc 0 start 0 size 333397
403 proc 1 start 333397 size 333397
404 proc 2 start 666794 size 333397
405 iter : 1 Arret : 0.000575468 s/iter 24.305180
406 iter : 2 Arret : 0.00170361 s/iter 24.785627
407 iter : 3 Arret : 0.00222192 s/iter 24.748506
408 iter : 4 Arret : 0.017164 s/iter 24.358793
409 iter : 5 Arret : 0.0140181 s/iter 24.395447
410 iter : 6 Arret : 0.00863706 s/iter 24.606501
411 iter : 7 Arret : 0.00646893 s/iter 24.858810
412 iter : 8 Arret : 0.00503905 s/iter 24.788762
413 iter : 9 Arret : 0.0052262 s/iter 24.427751
414 iter : 10 Arret : 0.00485981 s/iter 24.358969
415 iter : 11 Arret : 0.00893375 s/iter 24.357900
416 iter : 12 Arret : 0.00681765 s/iter 24.368587
417 iter : 13 Arret : 0.0016963 s/iter 24.362646
418 iter : 14 Arret : 0.00106588 s/iter 24.361655
419 iter : 15 Arret : 0.000173681 s/iter 24.354770
420 iter : 16 Arret : 1.82719E-05 s/iter 24.350867
421 iter : 17 Arret : 2.03911E-05 s/iter 24.358719
422 iter : 18 Arret : 3.78438E-06 s/iter 24.284202
423 iter : 19 Arret : 1.28475E-07 s/iter 24.295585
424 iter : 20 Arret : 1.88663E-09 s/iter 24.290679
425 iter : 21 Arret : 2.81124E-11 s/iter 24.288024
426 iter : 22 Arret : 4.1882E-13 s/iter 24.288788
427 temps : 542.745 seconde(s)
429 Nb de depassements de capacite exponentielle : 0
430 Precision : 2.4225E-07
431 Stabilite : 4.77796E-14
432 +---+----------------------------+------------+----------------------------+
433 | i | Zi | mod(Zi) | P(Zi) |
434 +---+----------------------------+------------+----------------------------+
435 | 1| 0.5403 +i* 0.841468| 0.999996| 5.07216E-12 +i* 6.41236E-12|
436 | 2| 0.529701 +i* 0.84818| 0.999996|-4.61853E-13 +i*-4.17888E-12|
437 | 3| 0.524361 +i* 0.851491| 0.999996|-2.47296E-11 +i* 1.78327E-11|
438 | 4| 0.51901 +i* 0.854764| 0.999996| 9.45599E-12 +i* 2.07434E-11|
439 | 5| 0.513629 +i* 0.858008| 0.999996| 2.32483E-11 +i* 6.70747E-12|
440 | 6| 0.508237 +i* 0.861213| 0.999996|-1.34339E-11 +i* 9.87854E-12|
441 | 7| 0.502825 +i* 0.864384| 0.999996|-3.18459E-11 +i* 7.64744E-12|
442 | 8| 0.497384 +i* 0.867526| 0.999996| 2.97429E-11 +i*-6.06626E-13|
443 | 9| 0.491932 +i* 0.870629| 0.999996|-1.74121E-11 +i*-2.86359E-11|
444 | 10| 0.486452 +i* 0.873703| 0.999996| 3.0312E-11 +i* 1.02214E-11|
445 | 11| 0.480962 +i* 0.876737| 0.999996| 1.81546E-11 +i* 8.04012E-12|
446 | 12| 0.475453 +i* 0.879736| 0.999996| 3.09861E-11 +i* 4.093E-12|
447 | 13| 0.469917 +i* 0.882706| 0.999996|-1.29106E-11 +i*-2.31489E-11|
448 | 14| 0.46437 +i* 0.885637| 0.999996| 1.38481E-11 +i* -1.517E-11|
449 | 15| 0.458797 +i* 0.888537| 0.999996| 2.78862E-11 +i* 1.10441E-11|
450 | 16| 0.453214 +i* 0.891397| 0.999996| 2.45506E-11 +i* 3.1726E-11|
451 | 17| 0.447614 +i* 0.894223| 0.999996|-1.08491E-12 +i*-2.12277E-11|
452 | 18| 0.441986 +i* 0.897017| 0.999996| 2.72476E-11 +i* 3.22485E-11|
453 | 19| 0.436351 +i* 0.899772| 0.999996| 2.92226E-11 +i* 2.71536E-11|
454 | 20| 0.430689 +i* 0.902496| 0.999996|-1.25435E-11 +i* 3.86925E-13|
455 +---+----------------------------+------------+----------------------------+
456 600000 racines de module = 0.999996
457 400000 racines de module = 1.00001
461 (1 +i*0)*x^0 + (-0.1 +i*0)*x^500000 + (-10 +i*0)*x^700000 + (1 +i*0)*x^1200000
463 (-50000 +i*0)*x^499999 + (-7E+06 +i*0)*x^699999 + (1.2E+06 +i*0)*x^1199999
465 zone limite de 'log-exp' 1.0003
466 zone limite de 'log-exp' 1.0003
467 zone limite de 'log-exp' 1.0003
468 dimgrid 4688 dimblock 256 degrePoly 1200000
469 proc 1, start 400042 size 400042
470 dimgrid 4688 dimblock 256 degrePoly 1200000
471 proc 0, start 0 size 400042
472 proc 1 start 400042 size 400042
473 dimgrid 4688 dimblock 256 degrePoly 1200000
474 proc 2, start 800084 size 400042
475 proc 2 start 800084 size 400042
476 proc 0 start 0 size 400042
477 iter : 1 Arret : 0.00577737 s/iter 35.191437
478 iter : 2 Arret : 1.60124 s/iter 35.687308
479 iter : 3 Arret : 2.50845 s/iter 38.522110
480 iter : 4 Arret : 0.88974 s/iter 37.972511
481 iter : 5 Arret : 1.13571 s/iter 38.354084
482 iter : 6 Arret : 0.802875 s/iter 38.309790
483 iter : 7 Arret : 1.23189 s/iter 38.251469
484 iter : 8 Arret : 2.00112 s/iter 38.369432
485 iter : 9 Arret : 0.783463 s/iter 39.250540
486 iter : 10 Arret : 1.64822 s/iter 38.419390
487 iter : 11 Arret : 1.13791 s/iter 38.520696
488 iter : 12 Arret : 4.19099 s/iter 38.244319
489 iter : 13 Arret : 1.7036 s/iter 37.449747
490 iter : 14 Arret : 0.953437 s/iter 37.710513
491 iter : 15 Arret : 0.86512 s/iter 37.422749
492 iter : 16 Arret : 3.83001 s/iter 37.601442
493 iter : 17 Arret : 1.37636 s/iter 37.548538
494 iter : 18 Arret : 1.57226 s/iter 37.331887
495 iter : 19 Arret : 0.995472 s/iter 37.376323
496 iter : 20 Arret : 0.780537 s/iter 37.065303
497 iter : 21 Arret : 3.73222 s/iter 36.965816
498 iter : 22 Arret : 1.52875 s/iter 36.851015
499 iter : 23 Arret : 0.925666 s/iter 36.788322
500 iter : 24 Arret : 0.416457 s/iter 36.673216
501 iter : 25 Arret : 1.21819 s/iter 36.551043
502 iter : 26 Arret : 0.782138 s/iter 36.720148
503 iter : 27 Arret : 0.611118 s/iter 36.382233
504 iter : 28 Arret : 1.40936 s/iter 36.605900
505 iter : 29 Arret : 0.136834 s/iter 36.551610
506 iter : 30 Arret : 0.982775 s/iter 36.549899
507 iter : 31 Arret : 0.482303 s/iter 36.446318
508 iter : 32 Arret : 0.314354 s/iter 35.262030
509 iter : 33 Arret : 0.221468 s/iter 35.437839
510 iter : 34 Arret : 0.148832 s/iter 35.903162
511 iter : 35 Arret : 0.0771528 s/iter 35.243527
512 iter : 36 Arret : 0.00786376 s/iter 35.408694
513 iter : 37 Arret : 0.00153832 s/iter 35.423139
514 iter : 38 Arret : 0.00226222 s/iter 35.250849
515 iter : 39 Arret : 0.000875734 s/iter 35.254600
516 iter : 40 Arret : 2.10425E-05 s/iter 35.253398
517 iter : 41 Arret : 2.59204E-06 s/iter 35.253869
518 iter : 42 Arret : 2.06088E-08 s/iter 35.143640
519 iter : 43 Arret : 8.18267E-11 s/iter 35.260245
520 iter : 44 Arret : 3.25714E-13 s/iter 35.264980
521 temps : 1617.65 seconde(s)
523 Nb de depassements de capacite exponentielle : 0
524 Precision : 4.09088E-05
525 Stabilite : 2.22047E-16
526 +---+----------------------------+------------+----------------------------+
527 | i | Zi | mod(Zi) | P(Zi) |
528 +---+----------------------------+------------+----------------------------+
529 | 1| 0.54031 +i* 0.841472| 1| 1.4588E-09 +i* 4.51768E-09|
530 | 2| 0.513629 +i* 0.858008| 0.999997| 3.02357E-11 +i* 3.41858E-11|
531 | 3| 0.486451 +i* 0.873713| 1|-5.85295E-09 +i*-2.49566E-10|
532 | 4| 0.458789 +i* 0.888542| 0.999997| 2.48135E-13 +i*-2.88822E-11|
533 | 5| 0.430677 +i* 0.902502| 0.999997|-2.03271E-11 +i*-3.18325E-11|
534 | 6| 0.402092 +i* 0.915605| 1| 5.55538E-09 +i*-1.34284E-09|
535 | 7| 0.3732 +i* 0.927747| 0.999997| -2.5707E-11 +i* 3.11093E-13|
536 | 8| 0.3439 +i* 0.939003| 0.999997|-1.12714E-11 +i* 1.5453E-11|
537 | 9| 0.314261 +i* 0.949333| 0.999997| 5.41895E-11 +i*-2.05278E-11|
538 | 10| 0.284313 +i* 0.958728| 0.999997| 2.69426E-11 +i* 2.77974E-11|
539 | 11| 0.254084 +i* 0.967179| 0.999997| 1.5277E-11 +i* 4.73027E-12|
540 | 12| 0.223605 +i* 0.974676| 0.999997| -8.1017E-11 +i*-3.77299E-11|
541 | 13| 0.192915 +i* 0.981212| 0.999997| 1.07495E-11 +i* 5.766E-12|
542 | 14| 0.162017 +i* 0.986785| 0.999997| 4.59321E-12 +i*-4.42106E-13|
543 | 15| 0.130977 +i* 0.991382| 0.999997| 5.89659E-11 +i* 7.29122E-12|
544 | 16| 0.0997898 +i* 0.995005| 0.999997|-3.84177E-11 +i*-1.21923E-11|
545 | 17| 0.0685136 +i* 0.997647| 0.999997|-2.98188E-11 +i* 2.79243E-12|
546 | 18| 0.0371504 +i* 0.999314| 1|-3.18728E-10 +i*-2.97119E-09|
547 | 19| 0.00578048 +i* 0.99998| 0.999997| 3.46787E-11 +i* 1.94857E-13|
548 | 20| -0.0256056 +i* 0.999669| 0.999997| 2.01068E-11 +i*-1.22213E-12|
549 +---+----------------------------+------------+----------------------------+
550 500000 racines de module = 1
551 700000 racines de module = 0.999997
555 (1 +i*0)*x^0 + (-0.1 +i*0)*x^600000 + (-10 +i*0)*x^800000 + (1 +i*0)*x^1400000
557 (-60000 +i*0)*x^599999 + (-8E+06 +i*0)*x^799999 + (1.4E+06 +i*0)*x^1399999
559 zone limite de 'log-exp' 1.00025
560 zone limite de 'log-exp' 1.00025
561 zone limite de 'log-exp' 1.00025
562 dimgrid 5469 dimblock 256 degrePoly 1400000
563 proc 1, start 466688 size 466688
564 proc 1 start 466688 size 466688
565 dimgrid 5469 dimblock 256 degrePoly 1400000
566 proc 2, start 933376 size 466688
567 proc 2 start 933376 size 466688
568 dimgrid 5469 dimblock 256 degrePoly 1400000
569 proc 0, start 0 size 466688
570 proc 0 start 0 size 466688
571 iter : 1 Arret : 0.0476652 s/iter 48.053051
572 iter : 2 Arret : 1.02145 s/iter 49.162936
573 iter : 3 Arret : 3.11851 s/iter 50.138080
574 iter : 4 Arret : 1.87547 s/iter 50.661272
575 iter : 5 Arret : 1.24028 s/iter 52.617942
576 iter : 6 Arret : 1.33274 s/iter 52.723740
577 iter : 7 Arret : 1.1089 s/iter 52.451625
578 iter : 8 Arret : 1.32856 s/iter 53.817849
579 iter : 9 Arret : 0.584436 s/iter 54.233382
580 iter : 10 Arret : 0.682561 s/iter 53.018367
581 iter : 11 Arret : 1.10899 s/iter 52.903852
582 iter : 12 Arret : 1.24673 s/iter 52.699001
583 iter : 13 Arret : 2.03756 s/iter 51.822577
584 iter : 14 Arret : 0.74595 s/iter 51.940124
585 iter : 15 Arret : 0.336711 s/iter 51.566761
586 iter : 16 Arret : 0.386748 s/iter 51.449106
587 iter : 17 Arret : 0.175345 s/iter 51.008579
588 iter : 18 Arret : 0.0799077 s/iter 50.523143
589 iter : 19 Arret : 0.106562 s/iter 50.311514
590 iter : 20 Arret : 0.102063 s/iter 50.013859
591 iter : 21 Arret : 0.0811226 s/iter 48.967237
592 iter : 22 Arret : 0.0777804 s/iter 48.802184
593 iter : 23 Arret : 0.06176 s/iter 48.968763
594 iter : 24 Arret : 0.0274141 s/iter 48.869900
595 iter : 25 Arret : 0.0246722 s/iter 48.033190
596 iter : 26 Arret : 0.0140326 s/iter 48.024256
597 iter : 27 Arret : 0.00823776 s/iter 48.046597
598 iter : 28 Arret : 0.00458441 s/iter 48.050189
599 iter : 29 Arret : 0.000250093 s/iter 48.028503
600 iter : 30 Arret : 6.92011E-06 s/iter 48.046144
601 iter : 31 Arret : 1.1801E-07 s/iter 48.051103
602 iter : 32 Arret : 1.60292E-09 s/iter 48.032612
603 iter : 33 Arret : 2.20691E-11 s/iter 48.032677
604 iter : 34 Arret : 3.03651E-13 s/iter 48.049192
605 temps : 1707.73 seconde(s)
607 Nb de depassements de capacite exponentielle : 0
608 Precision : 2.35409E-07
609 Stabilite : 2.22046E-16
610 +---+----------------------------+------------+----------------------------+
611 | i | Zi | mod(Zi) | P(Zi) |
612 +---+----------------------------+------------+----------------------------+
613 | 1| 0.5403 +i* 0.841469| 0.999997|-8.47142E-11 +i* 1.92466E-11|
614 | 2| 0.513623 +i* 0.858013| 0.999997|-2.15776E-11 +i*-2.98557E-11|
615 | 3| -0.52703 +i* -0.849843| 0.999997|-6.50922E-11 +i* 8.44216E-12|
616 | 4| 0.486439 +i* 0.873711| 0.999997|-3.15932E-11 +i*-1.15957E-12|
617 | 5| -0.500096 +i* -0.865967| 0.999997| 3.56147E-11 +i*-3.12713E-11|
618 | 6| 0.458776 +i* 0.888549| 0.999997|-1.89702E-11 +i* 4.08274E-12|
619 | 7| -0.472669 +i* -0.881237| 0.999997|-1.66496E-11 +i*-3.61498E-11|
620 | 8| 0.430661 +i* 0.902511| 0.999997|-1.60558E-11 +i*-1.29949E-11|
621 | 9| -0.444791 +i* -0.895631| 0.999997|-8.89955E-13 +i* 2.61938E-12|
622 | 10| 0.402136 +i* 0.915577| 0.999997| 6.5834E-12 +i* -1.3935E-11|
623 | 11| -0.416432 +i* -0.909164| 0.999997| 1.97816E-11 +i* 3.10848E-11|
624 | 12| 0.373171 +i* 0.927759| 0.999997|-2.17995E-11 +i*-2.96867E-12|
625 | 13| -0.387698 +i* -0.921783| 0.999997|-1.86324E-11 +i* -4.6545E-11|
626 | 14| 0.343875 +i* 0.939012| 0.999997| 3.84962E-11 +i* 2.59646E-11|
627 | 15| -0.358575 +i* -0.933498| 0.999997|-3.74776E-11 +i*-3.89954E-11|
628 | 16| 0.314233 +i* 0.949343| 0.999997| 1.02587E-11 +i*-4.25648E-11|
629 | 17| -0.329098 +i* -0.944293| 0.999997|-1.57903E-11 +i* 2.05052E-11|
630 | 18| 0.284281 +i* 0.958738| 0.999997| 2.51592E-11 +i* 2.09243E-11|
631 | 19| -0.299297 +i* -0.954157| 0.999997| 5.03608E-12 +i* 1.70503E-11|
632 | 20| 0.254048 +i* 0.967189| 0.999997|-2.81228E-11 +i*-1.66302E-11|
633 +---+----------------------------+------------+----------------------------+
634 800000 racines de module = 0.999997
635 600000 racines de module = 1
639 (1 +i*0)*x^0 + (-0.1 +i*0)*x^700000 + (-10 +i*0)*x^900000 + (1 +i*0)*x^1600000
641 (-70000 +i*0)*x^699999 + (-9E+06 +i*0)*x^899999 + (1.6E+06 +i*0)*x^1599999
644 template:31135 terminated with signal 11 at PC=404b41 SP=7fffb89650f0. Backtrace:
647 /lib64/libc.so.6(__libc_start_main+0xfd)[0x36e341ecdd]
650 template:31134 terminated with signal 11 at PC=404b41 SP=7fff9a829580. Backtrace:
653 /lib64/libc.so.6(__libc_start_main+0xfd)[0x36e341ecdd]
656 template:31136 terminated with signal 11 at PC=404b41 SP=7fffe0fa8a40. Backtrace:
659 /lib64/libc.so.6(__libc_start_main+0xfd)[0x36e341ecdd]
661 --------------------------------------------------------------------------
662 mpirun has exited due to process rank 1 with PID 31135 on
663 node node1-50 exiting improperly. There are two reasons this could occur:
665 1. this process did not call "init" before exiting, but others in
666 the job did. This can cause a job to hang indefinitely while it waits
667 for all processes to call "init". By rule, if one process calls "init",
668 then ALL processes must call "init" prior to termination.
670 2. this process called "init", but exited without calling "finalize".
671 By rule, all processes that call "init" MUST call "finalize" prior to
672 exiting or it will be considered an "abnormal termination"
674 This may have caused other processes in the application to be
675 terminated by signals sent by mpirun (as reported here).
676 --------------------------------------------------------------------------
680 (1 +i*0)*x^0 + (-0.1 +i*0)*x^800000 + (-10 +i*0)*x^1000000 + (1 +i*0)*x^1800000
682 (-80000 +i*0)*x^799999 + (-1E+07 +i*0)*x^999999 + (1.8E+06 +i*0)*x^1799999
685 template:31146 terminated with signal 11 at PC=404b41 SP=7fff82ca5fc0. Backtrace:
688 /lib64/libc.so.6(__libc_start_main+0xfd)[0x36e341ecdd]
691 template:31144 terminated with signal 11 at PC=404b41 SP=7fff0a32a700. Backtrace:
694 /lib64/libc.so.6(__libc_start_main+0xfd)[0x36e341ecdd]
697 template:31145 terminated with signal 11 at PC=404b41 SP=7fff9885ac60. Backtrace:
700 /lib64/libc.so.6(__libc_start_main+0xfd)[0x36e341ecdd]
702 --------------------------------------------------------------------------
703 mpirun has exited due to process rank 1 with PID 31145 on
704 node node1-50 exiting improperly. There are two reasons this could occur:
706 1. this process did not call "init" before exiting, but others in
707 the job did. This can cause a job to hang indefinitely while it waits
708 for all processes to call "init". By rule, if one process calls "init",
709 then ALL processes must call "init" prior to termination.
711 2. this process called "init", but exited without calling "finalize".
712 By rule, all processes that call "init" MUST call "finalize" prior to
713 exiting or it will be considered an "abnormal termination"
715 This may have caused other processes in the application to be
716 terminated by signals sent by mpirun (as reported here).
717 --------------------------------------------------------------------------
721 (1 +i*0)*x^0 + (-0.1 +i*0)*x^500000 + (-10 +i*0)*x^1500000 + (1 +i*0)*x^2000000
723 (-50000 +i*0)*x^499999 + (-1.5E+07 +i*0)*x^1499999 + (2E+06 +i*0)*x^1999999
726 template:31155 terminated with signal 11 at PC=404b41 SP=7fff5c26c610. Backtrace:
729 /lib64/libc.so.6(__libc_start_main+0xfd)[0x36e341ecdd]
732 template:31154 terminated with signal 11 at PC=404b41 SP=7fffd7c701a0. Backtrace:
735 /lib64/libc.so.6(__libc_start_main+0xfd)[0x36e341ecdd]
738 template:31156 terminated with signal 11 at PC=404b41 SP=7fff9a2a1b00. Backtrace:
741 /lib64/libc.so.6(__libc_start_main+0xfd)[0x36e341ecdd]
743 --------------------------------------------------------------------------
744 mpirun has exited due to process rank 1 with PID 31155 on
745 node node1-50 exiting improperly. There are two reasons this could occur:
747 1. this process did not call "init" before exiting, but others in
748 the job did. This can cause a job to hang indefinitely while it waits
749 for all processes to call "init". By rule, if one process calls "init",
750 then ALL processes must call "init" prior to termination.
752 2. this process called "init", but exited without calling "finalize".
753 By rule, all processes that call "init" MUST call "finalize" prior to
754 exiting or it will be considered an "abnormal termination"
756 This may have caused other processes in the application to be
757 terminated by signals sent by mpirun (as reported here).
758 --------------------------------------------------------------------------
