10 (1 +i*0)*x^0 + (-0.1 +i*0)*x^40000 + (-10 +i*0)*x^60000 + (1 +i*0)*x^100000
12 (-4000 +i*0)*x^39999 + (-600000 +i*0)*x^59999 + (100000 +i*0)*x^99999
14 zone limite de 'log-exp' 1.00356
15 zone limite de 'log-exp' 1.00356
16 zone limite de 'log-exp' 1.00356
17 zone limite de 'log-exp' 1.00356
18 dimgrid 391 dimblock 256 degrePoly 100000
19 proc 2, start 50048 size 25024
20 dimgrid 391 dimblock 256 degrePoly 100000
21 proc 0, start 0 size 25024
22 dimgrid 391 dimblock 256 degrePoly 100000
23 proc 1, start 25024 size 25024
24 proc 2 start 50048 size 25024
25 dimgrid 391 dimblock 256 degrePoly 100000
26 proc 3, start 75072 size 25024
27 proc 3 start 75072 size 25024
28 proc 0 start 0 size 25024
29 proc 1 start 25024 size 25024
30 iter : 1 Arret : 0.00317264 s/iter 0.222955
31 iter : 2 Arret : 0.00227167 s/iter 0.222762
32 iter : 3 Arret : 0.00211003 s/iter 0.222838
33 iter : 4 Arret : 0.00200743 s/iter 0.222746
34 iter : 5 Arret : 0.00207223 s/iter 0.222703
35 iter : 6 Arret : 0.00517083 s/iter 0.222804
36 iter : 7 Arret : 0.0188667 s/iter 0.297002
37 iter : 8 Arret : 0.0181557 s/iter 0.222717
38 iter : 9 Arret : 0.0045178 s/iter 0.295501
39 iter : 10 Arret : 0.000994006 s/iter 0.222726
40 iter : 11 Arret : 0.00103689 s/iter 0.222762
41 iter : 12 Arret : 0.000385068 s/iter 0.222694
42 iter : 13 Arret : 0.000378374 s/iter 0.222655
43 iter : 14 Arret : 0.000135377 s/iter 0.222528
44 iter : 15 Arret : 2.77949E-05 s/iter 0.222508
45 iter : 16 Arret : 6.74524E-07 s/iter 0.222580
46 iter : 17 Arret : 2.18155E-09 s/iter 0.222640
47 iter : 18 Arret : 2.22292E-11 s/iter 0.222554
48 iter : 19 Arret : 3.31178E-13 s/iter 0.222495
49 temps : 4.60588 seconde(s)
51 Nb de depassements de capacite exponentielle : 0
52 Precision : 2.75156E-07
53 Stabilite : 1.57015E-16
54 +---+----------------------------+------------+----------------------------+
55 | i | Zi | mod(Zi) | P(Zi) |
56 +---+----------------------------+------------+----------------------------+
57 | 1| 0.540308 +i* 0.841422| 0.999962|-1.95866E-12 +i*-4.55465E-13|
58 | 2| -0.113164 +i* 0.993538| 0.999962|-4.34919E-12 +i* 9.60242E-13|
59 | 3| -0.226732 +i* -0.974016| 1.00006|-1.34468E-09 +i*-3.70749E-10|
60 | 4| -0.715763 +i* 0.698289| 0.999962| 9.11271E-13 +i* 2.47219E-12|
61 | 5| 0.439922 +i* -0.897993| 0.999962|-3.49498E-13 +i* 1.66432E-12|
62 | 6| -0.996122 +i* 0.0886386| 1.00006| 4.72785E-10 +i* 4.13616E-11|
63 | 7| 0.908546 +i* -0.417692| 0.999962| 4.78506E-13 +i* 1.54377E-13|
64 | 8| -0.827813 +i* -0.560935| 0.999962| 9.76996E-13 +i*-2.04309E-12|
65 | 9| 0.968129 +i* 0.250682| 1.00006|-2.31715E-10 +i* 1.34848E-10|
66 | 10| -0.286842 +i* -0.958038| 1.00006|-5.93554E-10 +i*-2.45345E-10|
67 | 11| 0.591653 +i* 0.806145| 0.999962|-9.87654E-13 +i*-3.03635E-12|
68 | 12| -0.0511836 +i* 0.998651| 0.999962|-2.22622E-12 +i*-3.69013E-14|
69 | 13| -0.67097 +i* 0.741432| 0.999962|-8.03801E-14 +i*-1.68204E-12|
70 | 14| 0.383249 +i* -0.923603| 0.999962|-1.29119E-12 +i*-1.37426E-12|
71 | 15| -0.988685 +i* 0.15039| 1.00006|-1.61051E-10 +i* 7.18515E-11|
72 | 16| 0.880824 +i* -0.473363| 0.999962|-4.03455E-13 +i* 2.85139E-12|
73 | 17| -0.861082 +i* -0.508391| 0.999962| 9.8066E-13 +i* 3.40478E-12|
74 | 18| 0.98184 +i* 0.190015| 1.00006| 8.88373E-10 +i*-2.66385E-10|
75 | 19| -0.345842 +i* -0.938354| 1.00006| 1.38421E-10 +i*-2.31696E-10|
76 | 20| 0.640621 +i* 0.767807| 0.999962|-6.98774E-13 +i* 1.13798E-12|
77 +---+----------------------------+------------+----------------------------+
78 60000 racines de module = 0.999962
79 40000 racines de module = 1.00006
84 (1 +i*0)*x^0 + (-0.1 +i*0)*x^50000 + (-10 +i*0)*x^150000 + (1 +i*0)*x^200000
86 (-5000 +i*0)*x^49999 + (-1.5E+06 +i*0)*x^149999 + (200000 +i*0)*x^199999
88 zone limite de 'log-exp' 1.00178
89 zone limite de 'log-exp' 1.00178
90 zone limite de 'log-exp' 1.00178
91 zone limite de 'log-exp' 1.00178
92 dimgrid 782 dimblock 256 degrePoly 200000
93 proc 3, start 150144 size 50048
94 dimgrid 782 dimblock 256 degrePoly 200000
95 proc 2, start 100096 size 50048
96 dimgrid 782 dimblock 256 degrePoly 200000
97 proc 1, start 50048 size 50048
98 proc 2 start 100096 size 50048
99 proc 3 start 150144 size 50048
100 dimgrid 782 dimblock 256 degrePoly 200000
101 proc 0, start 0 size 50048
102 proc 0 start 0 size 50048
103 proc 1 start 50048 size 50048
104 iter : 1 Arret : 0.000151301 s/iter 0.883876
105 iter : 2 Arret : 0.000148172 s/iter 0.883954
106 iter : 3 Arret : 0.000150921 s/iter 0.883918
107 iter : 4 Arret : 0.00104559 s/iter 0.884013
108 iter : 5 Arret : 0.00193123 s/iter 0.883951
109 iter : 6 Arret : 0.0272836 s/iter 1.046760
110 iter : 7 Arret : 0.102911 s/iter 1.039676
111 iter : 8 Arret : 0.511951 s/iter 1.007660
112 iter : 9 Arret : 0.34938 s/iter 1.017711
113 iter : 10 Arret : 0.169476 s/iter 1.028045
114 iter : 11 Arret : 0.0996115 s/iter 1.022146
115 iter : 12 Arret : 0.0682782 s/iter 1.027682
116 iter : 13 Arret : 0.0829552 s/iter 0.882503
117 iter : 14 Arret : 0.0066689 s/iter 0.883836
118 iter : 15 Arret : 0.0948233 s/iter 0.883899
119 iter : 16 Arret : 0.00657146 s/iter 0.883885
120 iter : 17 Arret : 0.00573604 s/iter 0.883894
121 iter : 18 Arret : 0.00176675 s/iter 0.883914
122 iter : 19 Arret : 0.000248502 s/iter 0.883875
123 iter : 20 Arret : 6.04596E-05 s/iter 0.883987
124 iter : 21 Arret : 4.48743E-06 s/iter 0.883955
125 iter : 22 Arret : 4.98896E-09 s/iter 0.883421
126 iter : 23 Arret : 4.99197E-13 s/iter 0.883862
127 temps : 21.5922 seconde(s)
129 Nb de depassements de capacite exponentielle : 0
130 Precision : 0.000249603
131 Stabilite : 2.22061E-16
132 +---+----------------------------+------------+----------------------------+
133 | i | Zi | mod(Zi) | P(Zi) |
134 +---+----------------------------+------------+----------------------------+
135 | 1| 0.540303 +i* 0.841453| 0.999985| 1.08703E-11 +i*-2.49217E-12|
136 | 2| -0.837195 +i* 0.546877| 0.999985| -5.4492E-12 +i* 1.09163E-12|
137 | 3| -0.553418 +i* -0.832885| 0.999985| -1.9722E-12 +i*-7.40397E-12|
138 | 4| 0.828599 +i* -0.559925| 1.00005|-7.54521E-09 +i* 1.47059E-08|
139 | 5| -0.8197 +i* 0.572767| 0.999985|-4.21663E-13 +i* -2.8616E-12|
140 | 6| -0.57917 +i* -0.815188| 0.999985|-5.13034E-12 +i*-1.52645E-12|
141 | 7| 0.810626 +i* -0.585537| 0.999985| 8.64808E-12 +i* 7.46794E-12|
142 | 8| 0.591872 +i* 0.806089| 1.00005|-1.69803E-09 +i* 9.43795E-09|
143 | 9| -0.801454 +i* 0.598134| 1.00005| 2.77439E-08 +i*-6.74504E-09|
144 | 10| -0.604356 +i* -0.796695| 0.999985|-1.64091E-13 +i* 1.59084E-12|
145 | 11| 0.791937 +i* -0.610578| 0.999985| 6.0707E-13 +i* 1.52922E-12|
146 | 12| 0.616763 +i* 0.78713| 0.999985|-4.48042E-12 +i* -2.6295E-12|
147 | 13| -0.782301 +i* 0.622877| 0.999985|-2.15827E-12 +i*-6.27114E-12|
148 | 14| -0.628991 +i* -0.777472| 1.00005| 6.93065E-09 +i*-8.65443E-09|
149 | 15| 0.772474 +i* -0.635023| 0.999985| 1.54783E-11 +i*-1.81338E-12|
150 | 16| 0.641054 +i* 0.767476| 0.999985|-3.47633E-12 +i* 1.20617E-11|
151 | 17| -0.762458 +i* 0.647014| 0.999985|-7.74447E-12 +i* 7.566E-12|
152 | 18| -0.652967 +i* -0.757366| 0.999985| 5.10392E-12 +i*-6.61069E-12|
153 | 19| 0.752302 +i* -0.658888| 1.00005| 3.99107E-09 +i* 1.02117E-08|
154 | 20| 0.66472 +i* 0.747072| 0.999985|-7.79776E-12 +i*-2.52076E-13|
155 +---+----------------------------+------------+----------------------------+
156 150000 racines de module = 0.999985
157 50000 racines de module = 1.00005
162 (1 +i*0)*x^0 + (-0.1 +i*0)*x^150000 + (-10 +i*0)*x^250000 + (1 +i*0)*x^400000
164 (-15000 +i*0)*x^149999 + (-2.5E+06 +i*0)*x^249999 + (400000 +i*0)*x^399999
166 zone limite de 'log-exp' 1.00089
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 100032 size 100032
172 dimgrid 1563 dimblock 256 degrePoly 400000
173 proc 0, start 0 size 100032
174 dimgrid 1563 dimblock 256 degrePoly 400000
175 proc 2, start 200064 size 100032
176 proc 0 start 0 size 100032
177 dimgrid 1563 dimblock 256 degrePoly 400000
178 proc 3, start 300096 size 100032
179 proc 3 start 300096 size 100032
180 proc 1 start 100032 size 100032
181 proc 2 start 200064 size 100032
182 iter : 1 Arret : 0.00163991 s/iter 3.109950
183 iter : 2 Arret : 0.00132877 s/iter 3.110375
184 iter : 3 Arret : 0.00184513 s/iter 3.110742
185 iter : 4 Arret : 0.00262495 s/iter 3.111236
186 iter : 5 Arret : 0.0150209 s/iter 3.111022
187 iter : 6 Arret : 0.0137099 s/iter 3.414358
188 iter : 7 Arret : 0.00835719 s/iter 3.385934
189 iter : 8 Arret : 0.00440643 s/iter 3.394557
190 iter : 9 Arret : 0.0060742 s/iter 3.385816
191 iter : 10 Arret : 0.0050336 s/iter 3.099272
192 iter : 11 Arret : 0.00112426 s/iter 3.099497
193 iter : 12 Arret : 0.000775148 s/iter 3.099486
194 iter : 13 Arret : 0.000376719 s/iter 3.099346
195 iter : 14 Arret : 0.00024255 s/iter 3.099473
196 iter : 15 Arret : 0.00012922 s/iter 3.099323
197 iter : 16 Arret : 7.83137E-06 s/iter 3.099139
198 iter : 17 Arret : 1.24719E-07 s/iter 3.099356
199 iter : 18 Arret : 1.90294E-09 s/iter 3.099211
200 iter : 19 Arret : 2.90173E-11 s/iter 3.099200
201 iter : 20 Arret : 4.42472E-13 s/iter 3.099323
202 temps : 63.5457 seconde(s)
204 Nb de depassements de capacite exponentielle : 0
205 Precision : 1.49185E-08
206 Stabilite : 4.42472E-13
207 +---+----------------------------+------------+----------------------------+
208 | i | Zi | mod(Zi) | P(Zi) |
209 +---+----------------------------+------------+----------------------------+
210 | 1| 0.540313 +i* 0.841453| 0.999991| 9.34197E-12 +i*-1.23633E-11|
211 | 2| -0.998329 +i* 0.057622| 0.999991| 4.43912E-12 +i* 1.27665E-12|
212 | 3| 0.439833 +i* -0.898097| 1.00002| 5.42841E-10 +i*-5.60653E-10|
213 | 4| -0.996033 +i* 0.0888768| 0.999991|-3.15592E-12 +i* 1.17456E-12|
214 | 5| 0.411559 +i* -0.9114| 1.00002| 1.04334E-09 +i*-9.84037E-10|
215 | 6| 0.59196 +i* 0.805956| 0.999991| 5.24358E-13 +i*-8.53073E-12|
216 | 7| -0.992759 +i* 0.120044| 0.999991| 2.58804E-12 +i* 2.47274E-12|
217 | 8| 0.382796 +i* -0.923823| 0.999991|-1.63092E-11 +i* 4.26312E-12|
218 | 9| 0.616925 +i* 0.78701| 0.999991| 4.27514E-12 +i*-1.13966E-11|
219 | 10| -0.988534 +i* 0.151098| 1.00002|-8.27014E-10 +i* 9.44171E-10|
220 | 11| 0.35366 +i* -0.935364| 0.999991|-1.92664E-11 +i* 1.19958E-11|
221 | 12| 0.641299 +i* 0.767311| 1.00002|-2.44657E-09 +i* -6.7886E-11|
222 | 13| -0.983301 +i* 0.182074| 1.00002| 4.64689E-09 +i* 2.00425E-09|
223 | 14| 0.324176 +i* -0.945987| 0.999991|-5.20695E-12 +i*-7.06984E-12|
224 | 15| 0.665084 +i* 0.746789| 1.00002| 1.80952E-09 +i* 3.83855E-09|
225 | 16| -0.977132 +i* 0.212706| 1.00002|-2.02093E-10 +i* 3.44548E-10|
226 | 17| 0.294374 +i* -0.955681| 0.999991|-2.37395E-11 +i*-2.53098E-12|
227 | 18| 0.688092 +i* 0.725645| 1.00002|-4.51021E-09 +i* 1.95437E-09|
228 | 19| -0.969965 +i* 0.243206| 0.999991| 6.88072E-12 +i* 3.20268E-13|
229 | 20| 0.264283 +i* -0.964436| 0.999991|-6.93356E-12 +i*-6.23118E-12|
230 +---+----------------------------+------------+----------------------------+
231 250000 racines de module = 0.999991
232 150000 racines de module = 1.00002
237 (1 +i*0)*x^0 + (-0.1 +i*0)*x^250000 + (-10 +i*0)*x^350000 + (1 +i*0)*x^600000
239 (-25000 +i*0)*x^249999 + (-3.5E+06 +i*0)*x^349999 + (600000 +i*0)*x^599999
241 zone limite de 'log-exp' 1.00059
242 zone limite de 'log-exp' 1.00059
243 zone limite de 'log-exp' 1.00059
244 zone limite de 'log-exp' 1.00059
245 dimgrid 2344 dimblock 256 degrePoly 600000
246 proc 0, start 0 size 150016
247 dimgrid 2344 dimblock 256 degrePoly 600000
248 proc 1, start 150016 size 150016
249 dimgrid 2344 dimblock 256 degrePoly 600000
250 proc 2, start 300032 size 150016
251 proc 2 start 300032 size 150016
252 dimgrid 2344 dimblock 256 degrePoly 600000
253 proc 3, start 450048 size 150016
254 proc 3 start 450048 size 150016
255 proc 0 start 0 size 150016
256 proc 1 start 150016 size 150016
257 iter : 1 Arret : 0.00232098 s/iter 6.732718
258 iter : 2 Arret : 0.0100189 s/iter 7.051391
259 iter : 3 Arret : 0.283193 s/iter 6.895968
260 iter : 4 Arret : 0.546502 s/iter 7.050469
261 iter : 5 Arret : 1.13206 s/iter 7.216506
262 iter : 6 Arret : 0.441232 s/iter 7.188011
263 iter : 7 Arret : 0.210349 s/iter 7.506718
264 iter : 8 Arret : 0.182959 s/iter 7.511723
265 iter : 9 Arret : 0.15465 s/iter 7.074342
266 iter : 10 Arret : 0.0273709 s/iter 7.116926
267 iter : 11 Arret : 0.0179972 s/iter 7.067210
268 iter : 12 Arret : 0.00914143 s/iter 7.085819
269 iter : 13 Arret : 0.0269815 s/iter 7.021625
270 iter : 14 Arret : 0.0268503 s/iter 6.729633
271 iter : 15 Arret : 0.00822944 s/iter 6.729247
272 iter : 16 Arret : 0.000264736 s/iter 6.731353
273 iter : 17 Arret : 8.47333E-05 s/iter 6.730750
274 iter : 18 Arret : 5.17416E-06 s/iter 6.730768
275 iter : 19 Arret : 1.12397E-07 s/iter 6.731123
276 iter : 20 Arret : 1.61278E-09 s/iter 6.731670
277 iter : 21 Arret : 2.30014E-11 s/iter 6.731613
278 iter : 22 Arret : 3.28041E-13 s/iter 6.730969
279 temps : 153.471 seconde(s)
281 Nb de depassements de capacite exponentielle : 0
282 Precision : 4.81388E-08
283 Stabilite : 3.28041E-13
284 +---+----------------------------+------------+----------------------------+
285 | i | Zi | mod(Zi) | P(Zi) |
286 +---+----------------------------+------------+----------------------------+
287 | 1| 0.540302 +i* 0.841463| 0.999993| 8.34199E-12 +i* -1.9051E-11|
288 | 2| -0.553438 +i* -0.832883| 0.999993|-2.10654E-12 +i*-2.55273E-11|
289 | 3| -0.579282 +i* -0.815119| 0.999993|-1.44751E-12 +i* 7.66798E-12|
290 | 4| 0.592012 +i* 0.805941| 1.00001| 4.1526E-09 +i* 1.02046E-09|
291 | 5| -0.604557 +i* -0.796554| 0.999993|-2.82974E-12 +i* 9.99473E-12|
292 | 6| 0.61698 +i* 0.78697| 0.999993| 9.01823E-12 +i*-5.69156E-12|
293 | 7| -0.629237 +i* -0.777205| 0.999993|-2.92122E-12 +i*-4.85867E-12|
294 | 8| 0.641354 +i* 0.767237| 0.999993|-1.64209E-11 +i* 1.12904E-12|
295 | 9| -0.653299 +i* -0.757092| 0.999993|-8.22453E-13 +i* 2.82818E-12|
296 | 10| 0.665096 +i* 0.746749| 0.999993| -1.2145E-11 +i* 1.89129E-11|
297 | 11| -0.676717 +i* -0.736234| 0.999993|-1.26079E-11 +i*-1.25073E-11|
298 | 12| 0.688185 +i* 0.725526| 0.999993|-4.43978E-12 +i*-2.31382E-11|
299 | 13| -0.699466 +i* -0.714679| 1.00001| 3.92343E-10 +i*-3.02623E-09|
300 | 14| 0.710597 +i* 0.70359| 0.999993| 1.28564E-11 +i* 1.56626E-11|
301 | 15| -0.721517 +i* -0.69241| 1.00001| 1.76709E-09 +i*-4.04041E-09|
302 | 16| 0.73231 +i* 0.680962| 0.999993| 1.34706E-11 +i*-4.43489E-12|
303 | 17| -0.742916 +i* -0.669375| 0.999993| 1.59349E-11 +i* 1.71025E-11|
304 | 18| 0.7533 +i* 0.657691| 1.00001|-2.76219E-09 +i* 4.10298E-09|
305 | 19| -0.76354 +i* -0.64575| 0.999993| 2.24043E-11 +i*-1.30496E-12|
306 | 20| 0.773539 +i* 0.633763| 1.00001|-3.80449E-10 +i* 3.97541E-09|
307 +---+----------------------------+------------+----------------------------+
308 350000 racines de module = 0.999993
309 250000 racines de module = 1.00001
314 (1 +i*0)*x^0 + (-0.1 +i*0)*x^300000 + (-10 +i*0)*x^500000 + (1 +i*0)*x^800000
316 (-30000 +i*0)*x^299999 + (-5E+06 +i*0)*x^499999 + (800000 +i*0)*x^799999
318 zone limite de 'log-exp' 1.00044
319 zone limite de 'log-exp' 1.00044
320 zone limite de 'log-exp' 1.00044
321 zone limite de 'log-exp' 1.00044
322 dimgrid 3125 dimblock 256 degrePoly 800000
323 proc 3, start 600000 size 200000
324 dimgrid 3125 dimblock 256 degrePoly 800000
325 proc 1, start 200000 size 200000
326 dimgrid 3125 dimblock 256 degrePoly 800000
327 proc 0, start 0 size 200000
328 dimgrid 3125 dimblock 256 degrePoly 800000
329 proc 3 start 600000 size 200000
330 proc 0 start 0 size 200000
331 proc 1 start 200000 size 200000
332 proc 2, start 400000 size 200000
333 proc 2 start 400000 size 200000
334 iter : 1 Arret : 0.00108417 s/iter 12.159097
335 iter : 2 Arret : 0.00154617 s/iter 12.285160
336 iter : 3 Arret : 0.0140448 s/iter 12.174373
337 iter : 4 Arret : 0.150783 s/iter 12.211473
338 iter : 5 Arret : 0.984534 s/iter 12.253215
339 iter : 6 Arret : 0.846873 s/iter 12.667593
340 iter : 7 Arret : 0.850687 s/iter 12.449265
341 iter : 8 Arret : 0.239017 s/iter 12.498637
342 iter : 9 Arret : 0.0932856 s/iter 12.372293
343 iter : 10 Arret : 0.0273595 s/iter 12.770787
344 iter : 11 Arret : 0.0236411 s/iter 12.268012
345 iter : 12 Arret : 0.0229952 s/iter 12.192238
346 iter : 13 Arret : 0.00327267 s/iter 12.153660
347 iter : 14 Arret : 0.00103051 s/iter 12.183109
348 iter : 15 Arret : 0.000584357 s/iter 12.153559
349 iter : 16 Arret : 0.000158231 s/iter 12.151369
350 iter : 17 Arret : 9.49875E-05 s/iter 12.153222
351 iter : 18 Arret : 4.14038E-05 s/iter 12.152653
352 iter : 19 Arret : 3.27846E-05 s/iter 12.153803
353 iter : 20 Arret : 7.57551E-06 s/iter 12.157708
354 iter : 21 Arret : 4.73473E-08 s/iter 12.155670
355 iter : 22 Arret : 1.01116E-10 s/iter 12.154833
356 iter : 23 Arret : 2.17895E-13 s/iter 12.155276
357 temps : 282.444 seconde(s)
359 Nb de depassements de capacite exponentielle : 0
360 Precision : 2.01989E-05
361 Stabilite : 2.17895E-13
362 +---+----------------------------+------------+----------------------------+
363 | i | Zi | mod(Zi) | P(Zi) |
364 +---+----------------------------+------------+----------------------------+
365 | 1| 0.540305 +i* 0.841464| 0.999995|-5.33817E-12 +i*-1.81878E-11|
366 | 2| 0.592014 +i* 0.805922| 0.999995| 2.33948E-11 +i*-2.13005E-11|
367 | 3| 0.617007 +i* 0.786952| 0.999995| 4.23442E-11 +i* -6.2147E-12|
368 | 4| 0.641392 +i* 0.767207| 0.999995|-4.99742E-11 +i* 1.43873E-11|
369 | 5| 0.665146 +i* 0.746707| 0.999995| 2.02977E-11 +i* 7.48579E-12|
370 | 6| 0.688245 +i* 0.725472| 0.999995|-1.73153E-11 +i* -1.2656E-11|
371 | 7| 0.710667 +i* 0.703522| 0.999995| 3.69782E-12 +i* 2.3081E-12|
372 | 8| 0.732388 +i* 0.68088| 0.999995| 9.45355E-12 +i* 2.09024E-11|
373 | 9| 0.753381 +i* 0.657577| 0.999995| 1.7531E-11 +i*-4.02243E-11|
374 | 10| 0.77364 +i* 0.633618| 0.999995|-1.72307E-11 +i* 1.22723E-11|
375 | 11| 0.793138 +i* 0.609034| 0.999995| 3.89222E-12 +i* 2.21356E-11|
376 | 12| 0.811855 +i* 0.583851| 0.999995|-1.28337E-11 +i*-5.47207E-12|
377 | 13| 0.829772 +i* 0.558094| 0.999995|-1.63114E-11 +i*-1.64246E-12|
378 | 14| 0.846873 +i* 0.531786| 0.999995|-1.80345E-12 +i* 5.96675E-11|
379 | 15| 0.86314 +i* 0.504956| 0.999995|-4.00413E-12 +i* 3.04823E-11|
380 | 16| 0.878557 +i* 0.477628| 0.999995|-2.16493E-12 +i* 1.10533E-11|
381 | 17| 0.893104 +i* 0.449841| 0.999995|-1.48552E-11 +i* 1.06063E-11|
382 | 18| 0.906777 +i* 0.4216| 0.999995|-1.38745E-11 +i* 5.33384E-12|
383 | 19| 0.919557 +i* 0.392944| 0.999995| 4.13796E-11 +i*-2.48189E-11|
384 | 20| 0.931433 +i* 0.363901| 0.999995| 4.93219E-11 +i*-2.82651E-11|
385 +---+----------------------------+------------+----------------------------+
386 500000 racines de module = 0.999995
387 300000 racines de module = 1.00001
392 (1 +i*0)*x^0 + (-0.1 +i*0)*x^400000 + (-10 +i*0)*x^600000 + (1 +i*0)*x^1000000
394 (-40000 +i*0)*x^399999 + (-6E+06 +i*0)*x^599999 + (1E+06 +i*0)*x^999999
396 zone limite de 'log-exp' 1.00035
397 zone limite de 'log-exp' 1.00035
398 zone limite de 'log-exp' 1.00035
399 zone limite de 'log-exp' 1.00035
400 dimgrid 3907 dimblock 256 degrePoly 1000000
401 proc 1, start 250048 size 250048
402 dimgrid 3907 dimblock 256 degrePoly 1000000
403 proc 2, start 500096 size 250048
404 dimgrid 3907 dimblock 256 degrePoly 1000000
405 proc 3, start 750144 size 250048
406 dimgrid 3907 dimblock 256 degrePoly 1000000
407 proc 0, start 0 size 250048
408 proc 0 start 0 size 250048
409 proc 1 start 250048 size 250048
410 proc 2 start 500096 size 250048
411 proc 3 start 750144 size 250048
412 iter : 1 Arret : 0.00113008 s/iter 18.764692
413 iter : 2 Arret : 0.00490148 s/iter 18.766269
414 iter : 3 Arret : 0.00255472 s/iter 18.765964
415 iter : 4 Arret : 0.00771565 s/iter 19.551743
416 iter : 5 Arret : 0.0148595 s/iter 19.510100
417 iter : 6 Arret : 0.079485 s/iter 18.780627
418 iter : 7 Arret : 1.0761 s/iter 19.466310
419 iter : 8 Arret : 0.523791 s/iter 19.319585
420 iter : 9 Arret : 0.256077 s/iter 18.918614
421 iter : 10 Arret : 0.128041 s/iter 18.796063
422 iter : 11 Arret : 0.0619619 s/iter 18.783666
423 iter : 12 Arret : 0.0408163 s/iter 18.797339
424 iter : 13 Arret : 0.028885 s/iter 18.787154
425 iter : 14 Arret : 0.0101069 s/iter 18.869406
426 iter : 15 Arret : 0.00233147 s/iter 18.789676
427 iter : 16 Arret : 0.000443751 s/iter 18.784933
428 iter : 17 Arret : 2.02171E-05 s/iter 18.760903
429 iter : 18 Arret : 3.97233E-05 s/iter 18.758606
430 iter : 19 Arret : 4.71594E-06 s/iter 18.782682
431 iter : 20 Arret : 1.93517E-07 s/iter 18.760467
432 iter : 21 Arret : 1.50186E-09 s/iter 18.801736
433 iter : 22 Arret : 2.23717E-11 s/iter 18.757476
434 iter : 23 Arret : 3.33298E-13 s/iter 18.760972
435 temps : 440.06 seconde(s)
437 Nb de depassements de capacite exponentielle : 0
438 Precision : 7.68365E-07
439 Stabilite : 2.22044E-16
440 +---+----------------------------+------------+----------------------------+
441 | i | Zi | mod(Zi) | P(Zi) |
442 +---+----------------------------+------------+----------------------------+
443 | 1| 0.540414 +i* 0.841394| 0.999996| 2.27135E-11 +i*-8.06094E-12|
444 | 2| 0.529701 +i* 0.84818| 0.999996|-4.61853E-13 +i*-4.17888E-12|
445 | 3| 0.524361 +i* 0.851491| 0.999996|-2.47296E-11 +i* 1.78327E-11|
446 | 4| 0.51901 +i* 0.854764| 0.999996| 9.45599E-12 +i* 2.07434E-11|
447 | 5| 0.513629 +i* 0.858008| 0.999996| 2.32483E-11 +i* 6.70747E-12|
448 | 6| 0.508237 +i* 0.861213| 0.999996|-1.34339E-11 +i* 9.87854E-12|
449 | 7| 0.502825 +i* 0.864384| 0.999996|-3.18459E-11 +i* 7.64744E-12|
450 | 8| 0.497384 +i* 0.867526| 0.999996| 1.87346E-11 +i* 4.7471E-11|
451 | 9| 0.491932 +i* 0.870629| 0.999996|-2.65525E-11 +i* 1.22525E-11|
452 | 10| 0.486452 +i* 0.873703| 0.999996| 3.0312E-11 +i* 1.02214E-11|
453 | 11| 0.480962 +i* 0.876737| 0.999996|-3.09397E-11 +i*-1.68578E-11|
454 | 12| 0.475453 +i* 0.879736| 0.999996| 3.09861E-11 +i* 4.093E-12|
455 | 13| 0.469917 +i* 0.882706| 0.999996|-1.29106E-11 +i*-2.31489E-11|
456 | 14| 0.46437 +i* 0.885637| 0.999996|-5.47384E-12 +i* 1.02452E-11|
457 | 15| 0.458797 +i* 0.888537| 0.999996| 2.78862E-11 +i* 1.10441E-11|
458 | 16| 0.453214 +i* 0.891397| 0.999996| 2.45506E-11 +i* 3.1726E-11|
459 | 17| 0.447614 +i* 0.894223| 0.999996|-1.08491E-12 +i*-2.12277E-11|
460 | 18| 0.441986 +i* 0.897017| 0.999996| 2.72476E-11 +i* 3.22485E-11|
461 | 19| 0.436351 +i* 0.899772| 0.999996|-1.24334E-11 +i*-2.66317E-11|
462 | 20| 0.430689 +i* 0.902496| 0.999996|-1.25435E-11 +i* 3.86925E-13|
463 +---+----------------------------+------------+----------------------------+
464 600000 racines de module = 0.999996
465 400000 racines de module = 1.00001
470 (1 +i*0)*x^0 + (-0.1 +i*0)*x^500000 + (-10 +i*0)*x^700000 + (1 +i*0)*x^1200000
472 (-50000 +i*0)*x^499999 + (-7E+06 +i*0)*x^699999 + (1.2E+06 +i*0)*x^1199999
474 zone limite de 'log-exp' 1.0003
475 zone limite de 'log-exp' 1.0003
476 zone limite de 'log-exp' 1.0003
477 zone limite de 'log-exp' 1.0003
478 dimgrid 4688 dimblock 256 degrePoly 1200000
479 proc 1, start 300032 size 300032
480 dimgrid 4688 dimblock 256 degrePoly 1200000
481 proc 0, start 0 size 300032
482 proc 0 start 0 size 300032
483 dimgrid 4688 dimblock 256 degrePoly 1200000
484 proc 2, start 600064 size 300032
485 proc 2 start 600064 size 300032
486 dimgrid 4688 dimblock 256 degrePoly 1200000
487 proc 3, start 900096 size 300032
488 proc 3 start 900096 size 300032
489 proc 1 start 300032 size 300032
490 iter : 1 Arret : 0.00819256 s/iter 26.577664
491 iter : 2 Arret : 2.02982 s/iter 28.548195
492 iter : 3 Arret : 1.20559 s/iter 28.444826
493 iter : 4 Arret : 2.45066 s/iter 28.500080
494 iter : 5 Arret : 2.54532 s/iter 28.613591
495 iter : 6 Arret : 2.62994 s/iter 29.464998
496 iter : 7 Arret : 0.906074 s/iter 29.815525
497 iter : 8 Arret : 0.993745 s/iter 29.873610
498 iter : 9 Arret : 0.405461 s/iter 30.471669
499 iter : 10 Arret : 0.367721 s/iter 30.642427
500 iter : 11 Arret : 0.351446 s/iter 30.327877
501 iter : 12 Arret : 0.35197 s/iter 30.656805
502 iter : 13 Arret : 0.356371 s/iter 29.659115
503 iter : 14 Arret : 0.361711 s/iter 29.463647
504 iter : 15 Arret : 0.337763 s/iter 29.495300
505 iter : 16 Arret : 0.31327 s/iter 29.423447
506 iter : 17 Arret : 0.311198 s/iter 29.291099
507 iter : 18 Arret : 0.318456 s/iter 29.460846
508 iter : 19 Arret : 0.32907 s/iter 29.325250
509 iter : 20 Arret : 0.301059 s/iter 29.261791
510 iter : 21 Arret : 0.265061 s/iter 29.531117
511 iter : 22 Arret : 0.259472 s/iter 29.429866
512 iter : 23 Arret : 0.281898 s/iter 29.291621
513 iter : 24 Arret : 0.346388 s/iter 29.302478
514 iter : 25 Arret : 1.26802 s/iter 29.286807
515 iter : 26 Arret : 0.283944 s/iter 29.171558
516 iter : 27 Arret : 1.48554 s/iter 29.009241
517 iter : 28 Arret : 1.52006 s/iter 28.992115
518 iter : 29 Arret : 0.739441 s/iter 28.878319
519 iter : 30 Arret : 0.752787 s/iter 28.680746
520 iter : 31 Arret : 0.846761 s/iter 28.681431
521 iter : 32 Arret : 1.66027 s/iter 28.631316
522 iter : 33 Arret : 1.18999 s/iter 28.536383
523 iter : 34 Arret : 1.7472 s/iter 28.533855
524 iter : 35 Arret : 0.99662 s/iter 28.619741
525 iter : 36 Arret : 0.685041 s/iter 28.524906
526 iter : 37 Arret : 3.10061 s/iter 28.469691
527 iter : 38 Arret : 2.19552 s/iter 28.360443
528 iter : 39 Arret : 0.82349 s/iter 28.436085
529 iter : 40 Arret : 3.50591 s/iter 28.172287
530 iter : 41 Arret : 1.02641 s/iter 27.664102
531 iter : 42 Arret : 1.74412 s/iter 27.599336
532 iter : 43 Arret : 0.666046 s/iter 27.622028
533 iter : 44 Arret : 0.436645 s/iter 27.665222
534 iter : 45 Arret : 0.362378 s/iter 27.576919
535 iter : 46 Arret : 0.355561 s/iter 27.619140
536 iter : 47 Arret : 0.261884 s/iter 27.609494
537 iter : 48 Arret : 0.135369 s/iter 27.625744
538 iter : 49 Arret : 0.0915402 s/iter 27.430183
539 iter : 50 Arret : 0.161087 s/iter 27.574724
540 iter : 51 Arret : 0.133264 s/iter 27.503435
541 iter : 52 Arret : 0.19955 s/iter 27.556902
542 iter : 53 Arret : 0.16774 s/iter 27.535538
543 iter : 54 Arret : 0.0367464 s/iter 26.597157
544 iter : 55 Arret : 0.0226237 s/iter 26.593894
545 iter : 56 Arret : 0.0108181 s/iter 26.570226
546 iter : 57 Arret : 0.00267111 s/iter 26.648842
547 iter : 58 Arret : 0.000387499 s/iter 26.572189
548 iter : 59 Arret : 3.11267E-06 s/iter 26.574203
549 iter : 60 Arret : 2.51854E-08 s/iter 26.572782
550 iter : 61 Arret : 1.01362E-10 s/iter 26.570380
551 iter : 62 Arret : 4.03524E-13 s/iter 26.570734
552 temps : 1762.58 seconde(s)
554 Nb de depassements de capacite exponentielle : 0
555 Precision : 5.06807E-05
556 Stabilite : 1.0906E-13
557 +---+----------------------------+------------+----------------------------+
558 | i | Zi | mod(Zi) | P(Zi) |
559 +---+----------------------------+------------+----------------------------+
560 | 1| 0.54031 +i* 0.841472| 1| 1.4588E-09 +i* 4.51768E-09|
561 | 2| 0.513629 +i* 0.858008| 0.999997| 3.02357E-11 +i* 3.41858E-11|
562 | 3| 0.486451 +i* 0.873713| 1| 1.95054E-09 +i* 6.77633E-10|
563 | 4| 0.458789 +i* 0.888542| 0.999997| 2.48135E-13 +i*-2.88822E-11|
564 | 5| 0.430685 +i* 0.902499| 0.999997| 2.12053E-13 +i*-1.16324E-11|
565 | 6| 0.402126 +i* 0.915589| 1| 2.50282E-09 +i*-6.10471E-09|
566 | 7| 0.3732 +i* 0.927747| 0.999997|-1.54374E-11 +i*-2.76083E-11|
567 | 8| 0.3439 +i* 0.939003| 0.999997|-1.12714E-11 +i* 1.5453E-11|
568 | 9| 0.314261 +i* 0.949333| 0.999997| 1.93628E-11 +i* 2.50909E-11|
569 | 10| 0.284313 +i* 0.958728| 0.999997| 2.69426E-11 +i* 2.77974E-11|
570 | 11| 0.254084 +i* 0.967179| 0.999997| 1.5277E-11 +i* 4.73027E-12|
571 | 12| 0.223605 +i* 0.974676| 0.999997| -8.1017E-11 +i*-3.77299E-11|
572 | 13| 0.192897 +i* 0.981224| 1| 2.91999E-10 +i* 9.18678E-11|
573 | 14| 0.162017 +i* 0.986785| 0.999997| 4.59321E-12 +i*-4.42106E-13|
574 | 15| 0.130967 +i* 0.991391| 1| 1.71549E-09 +i* 3.54225E-10|
575 | 16| 0.0997898 +i* 0.995005| 0.999997| -3.8231E-11 +i* 3.92186E-14|
576 | 17| 0.0685225 +i* 0.997646| 0.999997| 2.33641E-11 +i* 2.51787E-12|
577 | 18| 0.0371504 +i* 0.999314| 1|-1.38879E-09 +i*-2.32658E-09|
578 | 19| 0.00578048 +i* 0.99998| 0.999997| 3.46787E-11 +i* 1.94857E-13|
579 | 20| -0.0256056 +i* 0.999669| 0.999997| 2.01068E-11 +i*-1.22213E-12|
580 +---+----------------------------+------------+----------------------------+
581 500000 racines de module = 1
582 700000 racines de module = 0.999997
587 (1 +i*0)*x^0 + (-0.1 +i*0)*x^600000 + (-10 +i*0)*x^800000 + (1 +i*0)*x^1400000
589 (-60000 +i*0)*x^599999 + (-8E+06 +i*0)*x^799999 + (1.4E+06 +i*0)*x^1399999
591 zone limite de 'log-exp' 1.00025
592 zone limite de 'log-exp' 1.00025
593 zone limite de 'log-exp' 1.00025
594 zone limite de 'log-exp' 1.00025
595 dimgrid 5469 dimblock 256 degrePoly 1400000
596 proc 3, start 1050048 size 350016
597 dimgrid 5469 dimblock 256 degrePoly 1400000
598 proc 1, start 350016 size 350016
599 dimgrid 5469 dimblock 256 degrePoly 1400000
600 proc 2, start 700032 size 350016
601 proc 2 start 700032 size 350016
602 dimgrid 5469 dimblock 256 degrePoly 1400000
603 proc 0, start 0 size 350016
604 proc 0 start 0 size 350016
605 proc 3 start 1050048 size 350016
606 proc 1 start 350016 size 350016
607 iter : 1 Arret : 0.00218957 s/iter 36.159933
608 iter : 2 Arret : 0.133227 s/iter 36.695373
609 iter : 3 Arret : 6.01621 s/iter 37.299386
610 iter : 4 Arret : 3.16113 s/iter 37.976941
611 iter : 5 Arret : 2.89902 s/iter 37.835787
612 iter : 6 Arret : 1.55692 s/iter 38.098839
613 iter : 7 Arret : 1.64303 s/iter 39.033767
614 iter : 8 Arret : 9.63322 s/iter 39.962469
615 iter : 9 Arret : 3.25551 s/iter 40.250439
616 iter : 10 Arret : 1.80839 s/iter 41.322631
617 iter : 11 Arret : 2.10312 s/iter 39.721944
618 iter : 12 Arret : 1.27787 s/iter 40.175542
619 iter : 13 Arret : 1.28405 s/iter 39.345510
620 iter : 14 Arret : 1.10597 s/iter 39.326031
621 iter : 15 Arret : 1.54753 s/iter 39.371562
622 iter : 16 Arret : 3.97338 s/iter 39.040715
623 iter : 17 Arret : 1.16165 s/iter 39.074694
624 iter : 18 Arret : 1.33248 s/iter 38.851097
625 iter : 19 Arret : 0.864994 s/iter 38.922556
626 iter : 20 Arret : 0.781144 s/iter 38.428134
627 iter : 21 Arret : 0.717927 s/iter 38.952301
628 iter : 22 Arret : 0.651466 s/iter 38.352980
629 iter : 23 Arret : 0.458583 s/iter 38.047111
630 iter : 24 Arret : 0.283507 s/iter 38.133746
631 iter : 25 Arret : 0.279826 s/iter 37.853592
632 iter : 26 Arret : 0.243863 s/iter 36.926821
633 iter : 27 Arret : 0.220856 s/iter 37.645303
634 iter : 28 Arret : 0.139293 s/iter 36.485655
635 iter : 29 Arret : 0.66161 s/iter 36.276980
636 iter : 30 Arret : 0.269576 s/iter 36.156120
637 iter : 31 Arret : 0.139673 s/iter 36.247656
638 iter : 32 Arret : 0.055674 s/iter 36.155399
639 iter : 33 Arret : 0.0217982 s/iter 36.204812
640 iter : 34 Arret : 0.00427148 s/iter 36.153944
641 iter : 35 Arret : 0.000628248 s/iter 36.153697
642 iter : 36 Arret : 1.01228E-07 s/iter 36.154597
643 iter : 37 Arret : 4.84665E-10 s/iter 36.152819
644 iter : 38 Arret : 2.2498E-12 s/iter 36.150757
645 iter : 39 Arret : 1.80732E-14 s/iter 36.149673
646 temps : 1478.01 seconde(s)
648 Nb de depassements de capacite exponentielle : 0
649 Precision : 1.34519E-06
650 Stabilite : 2.22046E-16
651 +---+----------------------------+------------+----------------------------+
652 | i | Zi | mod(Zi) | P(Zi) |
653 +---+----------------------------+------------+----------------------------+
654 | 1| 0.5403 +i* 0.841469| 0.999997| 5.65794E-11 +i*-4.66756E-12|
655 | 2| 0.513623 +i* 0.858013| 0.999997|-2.15776E-11 +i*-2.98557E-11|
656 | 3| -0.52703 +i* -0.849843| 0.999997|-6.50922E-11 +i* 8.44216E-12|
657 | 4| 0.486439 +i* 0.873711| 0.999997| 5.60277E-11 +i* 4.36779E-11|
658 | 5| -0.500096 +i* -0.865967| 0.999997| 3.56147E-11 +i*-3.12713E-11|
659 | 6| 0.458776 +i* 0.888549| 0.999997|-1.89702E-11 +i* 4.08274E-12|
660 | 7| -0.472673 +i* -0.881242| 1|-5.56631E-09 +i*-2.23833E-09|
661 | 8| 0.430664 +i* 0.902517| 1|-8.83373E-11 +i*-2.09199E-09|
662 | 9| -0.444791 +i* -0.895631| 0.999997| 3.68259E-11 +i* 1.36002E-12|
663 | 10| 0.402136 +i* 0.915577| 0.999997| 6.5834E-12 +i* -1.3935E-11|
664 | 11| -0.416432 +i* -0.909164| 0.999997| 1.97816E-11 +i* 3.10848E-11|
665 | 12| 0.373171 +i* 0.927759| 0.999997|-2.17995E-11 +i*-2.96867E-12|
666 | 13| -0.387698 +i* -0.921783| 0.999997|-1.86324E-11 +i* -4.6545E-11|
667 | 14| 0.343875 +i* 0.939012| 0.999997| 3.84962E-11 +i* 2.59646E-11|
668 | 15| -0.358575 +i* -0.933498| 0.999997|-4.93405E-11 +i*-7.15173E-13|
669 | 16| 0.314233 +i* 0.949343| 0.999997| 3.86503E-11 +i* 2.08775E-11|
670 | 17| -0.329098 +i* -0.944293| 0.999997|-1.57903E-11 +i* 2.05052E-11|
671 | 18| 0.284281 +i* 0.958738| 0.999997| 2.51592E-11 +i* 2.09243E-11|
672 | 19| -0.299297 +i* -0.954157| 0.999997| 5.03608E-12 +i* 1.70503E-11|
673 | 20| 0.254048 +i* 0.967189| 0.999997|-2.81228E-11 +i*-1.66302E-11|
674 +---+----------------------------+------------+----------------------------+
675 800000 racines de module = 0.999997
676 600000 racines de module = 1
681 (1 +i*0)*x^0 + (-0.1 +i*0)*x^700000 + (-10 +i*0)*x^900000 + (1 +i*0)*x^1600000
683 (-70000 +i*0)*x^699999 + (-9E+06 +i*0)*x^899999 + (1.6E+06 +i*0)*x^1599999
686 template:29834 terminated with signal 11 at PC=404b41 SP=7fff0b4740b0. Backtrace:
689 /lib64/libc.so.6(__libc_start_main+0xfd)[0x36e341ecdd]
692 template:29835 terminated with signal 11 at PC=404b41 SP=7fff081a2530. Backtrace:
695 /lib64/libc.so.6(__libc_start_main+0xfd)[0x36e341ecdd]
698 template:29833 terminated with signal 11 at PC=404b41 SP=7fffe6ecdf90. Backtrace:
701 /lib64/libc.so.6(__libc_start_main+0xfd)[0x36e341ecdd]
704 template:29836 terminated with signal 11 at PC=404b41 SP=7fff35c7eff0. Backtrace:
707 /lib64/libc.so.6(__libc_start_main+0xfd)[0x36e341ecdd]
709 --------------------------------------------------------------------------
710 mpirun has exited due to process rank 1 with PID 29834 on
711 node node1-50 exiting improperly. There are two reasons this could occur:
713 1. this process did not call "init" before exiting, but others in
714 the job did. This can cause a job to hang indefinitely while it waits
715 for all processes to call "init". By rule, if one process calls "init",
716 then ALL processes must call "init" prior to termination.
718 2. this process called "init", but exited without calling "finalize".
719 By rule, all processes that call "init" MUST call "finalize" prior to
720 exiting or it will be considered an "abnormal termination"
722 This may have caused other processes in the application to be
723 terminated by signals sent by mpirun (as reported here).
724 --------------------------------------------------------------------------
729 (1 +i*0)*x^0 + (-0.1 +i*0)*x^800000 + (-10 +i*0)*x^1000000 + (1 +i*0)*x^1800000
731 (-80000 +i*0)*x^799999 + (-1E+07 +i*0)*x^999999 + (1.8E+06 +i*0)*x^1799999
734 template:29849 terminated with signal 11 at PC=404b41 SP=7fff6792aa30. Backtrace:
737 /lib64/libc.so.6(__libc_start_main+0xfd)[0x36e341ecdd]
740 template:29846 terminated with signal 11 at PC=404b41 SP=7ffffaf225e0. Backtrace:
743 /lib64/libc.so.6(__libc_start_main+0xfd)[0x36e341ecdd]
746 template:29848 terminated with signal 11 at PC=404b41 SP=7fff7de06640. Backtrace:
749 /lib64/libc.so.6(__libc_start_main+0xfd)[0x36e341ecdd]
752 template:29847 terminated with signal 11 at PC=404b41 SP=7fff5bacc3f0. Backtrace:
755 /lib64/libc.so.6(__libc_start_main+0xfd)[0x36e341ecdd]
757 --------------------------------------------------------------------------
758 mpirun has exited due to process rank 0 with PID 29846 on
759 node node1-50 exiting improperly. There are two reasons this could occur:
761 1. this process did not call "init" before exiting, but others in
762 the job did. This can cause a job to hang indefinitely while it waits
763 for all processes to call "init". By rule, if one process calls "init",
764 then ALL processes must call "init" prior to termination.
766 2. this process called "init", but exited without calling "finalize".
767 By rule, all processes that call "init" MUST call "finalize" prior to
768 exiting or it will be considered an "abnormal termination"
770 This may have caused other processes in the application to be
771 terminated by signals sent by mpirun (as reported here).
772 --------------------------------------------------------------------------
777 zone limite de 'log-exp' 1.03613
778 (1 +i*0)*x^0 + (-0.1 +i*0)*x^2000 + (-10 +i*0)*x^8000 + (1 +i*0)*x^10000
780 (-200 +i*0)*x^1999 + (-80000 +i*0)*x^7999 + (10000 +i*0)*x^9999
782 zone limite de 'log-exp' 1.03613
783 zone limite de 'log-exp' 1.03613
784 zone limite de 'log-exp' 1.03613
785 dimgrid 40 dimblock 256 degrePoly 10000
786 proc 1, start 2560 size 2560
787 dimgrid 40 dimblock 256 degrePoly 10000
788 proc 0, start 0 size 2560
789 dimgrid 40 dimblock 256 degrePoly 10000
790 proc 3, start 7680 size 2560
791 proc 0 start 0 size 2560
792 proc 3 start 7680 size 2560
793 proc 1 start 2560 size 2560
794 dimgrid 40 dimblock 256 degrePoly 10000
795 proc 2, start 5120 size 2560
796 proc 2 start 5120 size 2560
797 iter : 1 Arret : 0.000540066 s/iter 0.008420
798 iter : 2 Arret : 0.0239499 s/iter 0.008298
799 iter : 3 Arret : 0.0108994 s/iter 0.008290
800 iter : 4 Arret : 0.00347071 s/iter 0.008305
801 iter : 5 Arret : 0.00757939 s/iter 0.008311
802 iter : 6 Arret : 0.00186666 s/iter 0.008310
803 iter : 7 Arret : 0.00179112 s/iter 0.008306
804 iter : 8 Arret : 0.00147265 s/iter 0.008305
805 iter : 9 Arret : 0.00165602 s/iter 0.008296
806 iter : 10 Arret : 0.00248191 s/iter 0.008307
807 iter : 11 Arret : 0.000812537 s/iter 0.008297
808 iter : 12 Arret : 5.39531E-05 s/iter 0.008412
809 iter : 13 Arret : 1.08824E-08 s/iter 0.008404
810 iter : 14 Arret : 1.089E-13 s/iter 0.008419
811 temps : 0.323036 seconde(s)
813 Nb de depassements de capacite exponentielle : 0
814 Precision : 2.17761E-05
815 Stabilite : 8.2797E-14
816 +---+----------------------------+------------+----------------------------+
817 | i | Zi | mod(Zi) | P(Zi) |
818 +---+----------------------------+------------+----------------------------+
819 | 1| 0.547024 +i* 0.838493| 1.00115|-6.21719E-10 +i*-5.53774E-09|
820 | 2| -0.540305 +i* 0.841127| 0.999712|-1.60982E-13 +i*-4.97213E-14|
821 | 3| -0.909192 +i* 0.415685| 0.999712| 4.35207E-14 +i* 5.29003E-13|
822 | 4| -0.989628 +i* -0.141638| 0.999712|-2.84439E-13 +i*-1.69935E-14|
823 | 5| -0.759236 +i* -0.652585| 1.00115|-6.07508E-09 +i* 4.66733E-09|
824 | 6| -0.281925 +i* -0.959136| 0.999712|-1.54099E-13 +i* 3.80991E-14|
825 | 7| 0.281172 +i* -0.959357| 0.999712|-1.43663E-13 +i*-1.53777E-13|
826 | 8| 0.755064 +i* -0.655212| 0.999712| 4.61076E-13 +i* 3.15322E-13|
827 | 9| 0.989404 +i* -0.143192| 0.999712|-1.63203E-13 +i*-1.45101E-14|
828 | 10| 0.912453 +i* 0.411988| 1.00115|-1.77634E-10 +i* 4.15663E-09|
829 | 11| 0.540966 +i* 0.840703| 0.999712| -2.5091E-14 +i*-1.99096E-13|
830 | 12| 0.540305 +i* 0.841127| 0.999712| 3.22853E-13 +i* 1.07785E-13|
831 | 13| 0.00314521 +i* 1.00115| 1.00115| 4.5119E-09 +i*-6.21719E-11|
832 | 14| -0.540966 +i* 0.840703| 0.999712| -2.5091E-14 +i* 1.99096E-13|
833 | 15| -0.909518 +i* 0.414971| 0.999712|-1.80966E-13 +i*-6.20692E-14|
834 | 16| -0.989516 +i* -0.142415| 0.999712| 2.81108E-13 +i* 5.11239E-14|
835 | 17| -0.755579 +i* -0.654618| 0.999712| 5.59774E-13 +i* 8.84721E-14|
836 | 18| -0.285348 +i* -0.959626| 1.00115|-9.98303E-09 +i*-1.88292E-09|
837 | 19| 0.281925 +i* -0.959136| 0.999712| 1.08247E-13 +i*-4.02221E-13|
838 | 20| 0.755579 +i* -0.654618| 0.999712| 5.59774E-13 +i*-8.84721E-14|
839 +---+----------------------------+------------+----------------------------+
840 2000 racines de module = 1.00115
841 8000 racines de module = 0.999712
