6 (1 +i*0)*x^0 + (-0.1 +i*0)*x^40000 + (-10 +i*0)*x^60000 + (1 +i*0)*x^100000
8 (-4000 +i*0)*x^39999 + (-600000 +i*0)*x^59999 + (100000 +i*0)*x^99999
10 zone limite de 'log-exp' 1.00356
11 zone limite de 'log-exp' 1.00356
12 dimgrid 391 dimblock 256 degrePoly 100000
13 proc 1, start 50048 size 50048
14 proc 1 start 50048 size 50048
15 dimgrid 391 dimblock 256 degrePoly 100000
16 proc 0, start 0 size 50048
17 proc 0 start 0 size 50048
18 iter : 1 Arret : 0.00512448 s/iter 0.442006
19 iter : 2 Arret : 0.00518524 s/iter 0.441749
20 iter : 3 Arret : 0.0136123 s/iter 0.441743
21 iter : 4 Arret : 0.0172088 s/iter 0.520551
22 iter : 5 Arret : 0.0127637 s/iter 0.441752
23 iter : 6 Arret : 0.00575024 s/iter 0.441718
24 iter : 7 Arret : 0.00480045 s/iter 0.441722
25 iter : 8 Arret : 0.0058672 s/iter 0.441765
26 iter : 9 Arret : 0.00681665 s/iter 0.439578
27 iter : 10 Arret : 0.00633876 s/iter 0.441755
28 iter : 11 Arret : 0.0024546 s/iter 0.441765
29 iter : 12 Arret : 0.00167883 s/iter 0.441695
30 iter : 13 Arret : 0.000524245 s/iter 0.441627
31 iter : 14 Arret : 0.000135332 s/iter 0.441622
32 iter : 15 Arret : 4.9518E-06 s/iter 0.441652
33 iter : 16 Arret : 7.49618E-08 s/iter 0.441569
34 iter : 17 Arret : 1.11657E-09 s/iter 0.441553
35 iter : 18 Arret : 1.66345E-11 s/iter 0.441549
36 iter : 19 Arret : 2.47882E-13 s/iter 0.441578
37 temps : 8.65634 seconde(s)
39 Nb de depassements de capacite exponentielle : 0
40 Precision : 1.43376E-08
41 Stabilite : 3.20054E-14
42 +---+----------------------------+------------+----------------------------+
43 | i | Zi | mod(Zi) | P(Zi) |
44 +---+----------------------------+------------+----------------------------+
45 | 1| 0.54036 +i* 0.841503| 1.00006|-5.00602E-11 +i* 9.0853E-12|
46 | 2| -0.113164 +i* 0.993538| 0.999962|-4.34919E-12 +i* 9.60242E-13|
47 | 3| -0.226732 +i* -0.974016| 1.00006|-1.34468E-09 +i*-3.70749E-10|
48 | 4| -0.715763 +i* 0.698289| 0.999962| 9.11271E-13 +i* 2.47219E-12|
49 | 5| 0.439922 +i* -0.897993| 0.999962|-3.49498E-13 +i* 1.66432E-12|
50 | 6| -0.996122 +i* 0.0886386| 1.00006| 4.72785E-10 +i* 4.13616E-11|
51 | 7| 0.908546 +i* -0.417692| 0.999962| 2.07334E-12 +i* 2.33003E-12|
52 | 8| -0.827813 +i* -0.560935| 0.999962| 9.76996E-13 +i*-2.04309E-12|
53 | 9| 0.968129 +i* 0.250682| 1.00006| 1.35693E-10 +i*-3.47657E-10|
54 | 10| -0.286842 +i* -0.958038| 1.00006|-5.93554E-10 +i*-2.45345E-10|
55 | 11| 0.591653 +i* 0.806145| 0.999962|-9.87654E-13 +i*-3.03635E-12|
56 | 12| -0.0511836 +i* 0.998651| 0.999962|-2.22622E-12 +i*-3.69013E-14|
57 | 13| -0.67097 +i* 0.741432| 0.999962|-8.03801E-14 +i*-1.68204E-12|
58 | 14| 0.383249 +i* -0.923603| 0.999962|-1.29119E-12 +i*-1.37426E-12|
59 | 15| -0.988685 +i* 0.15039| 1.00006|-1.61051E-10 +i* 7.18515E-11|
60 | 16| 0.880824 +i* -0.473363| 0.999962| 1.58029E-12 +i*-2.34379E-12|
61 | 17| -0.861082 +i* -0.508391| 0.999962| 9.8066E-13 +i* 3.40478E-12|
62 | 18| 0.98184 +i* 0.190015| 1.00006| 8.88373E-10 +i*-2.66385E-10|
63 | 19| -0.345842 +i* -0.938354| 1.00006| 1.38421E-10 +i*-2.31696E-10|
64 | 20| 0.640621 +i* 0.767807| 0.999962|-6.98774E-13 +i* 1.13798E-12|
65 +---+----------------------------+------------+----------------------------+
66 40000 racines de module = 1.00006
67 60000 racines de module = 0.999962
70 (1 +i*0)*x^0 + (-0.1 +i*0)*x^50000 + (-10 +i*0)*x^150000 + (1 +i*0)*x^200000
72 (-5000 +i*0)*x^49999 + (-1.5E+06 +i*0)*x^149999 + (200000 +i*0)*x^199999
74 zone limite de 'log-exp' 1.00178
75 zone limite de 'log-exp' 1.00178
76 dimgrid 782 dimblock 256 degrePoly 200000
77 proc 1, start 100096 size 100096
78 proc 1 start 100096 size 100096
79 dimgrid 782 dimblock 256 degrePoly 200000
80 proc 0, start 0 size 100096
81 proc 0 start 0 size 100096
82 iter : 1 Arret : 0.000100591 s/iter 1.548764
83 iter : 2 Arret : 9.98047E-05 s/iter 1.548592
84 iter : 3 Arret : 0.000401454 s/iter 1.548606
85 iter : 4 Arret : 0.000612146 s/iter 1.548661
86 iter : 5 Arret : 0.00261257 s/iter 1.548859
87 iter : 6 Arret : 0.00389809 s/iter 1.707848
88 iter : 7 Arret : 0.108958 s/iter 1.548567
89 iter : 8 Arret : 0.0989986 s/iter 1.548572
90 iter : 9 Arret : 0.159452 s/iter 1.549964
91 iter : 10 Arret : 0.284956 s/iter 1.552722
92 iter : 11 Arret : 0.805953 s/iter 1.552547
93 iter : 12 Arret : 0.51544 s/iter 1.711577
94 iter : 13 Arret : 0.544938 s/iter 1.707829
95 iter : 14 Arret : 0.643974 s/iter 1.548388
96 iter : 15 Arret : 1.69207 s/iter 1.548432
97 iter : 16 Arret : 0.924273 s/iter 1.548552
98 iter : 17 Arret : 0.444862 s/iter 1.548574
99 iter : 18 Arret : 4.9242 s/iter 1.549903
100 iter : 19 Arret : 0.716282 s/iter 1.548377
101 iter : 20 Arret : 0.40305 s/iter 1.548788
102 iter : 21 Arret : 0.294354 s/iter 1.548624
103 iter : 22 Arret : 0.0209093 s/iter 1.548518
104 iter : 23 Arret : 0.00144046 s/iter 1.548527
105 iter : 24 Arret : 0.000306925 s/iter 1.548770
106 iter : 25 Arret : 3.17447E-10 s/iter 1.548617
107 iter : 26 Arret : 3.17541E-14 s/iter 1.548825
108 temps : 40.9684 seconde(s)
110 Nb de depassements de capacite exponentielle : 0
111 Precision : 1.58606E-05
112 Stabilite : 6.47336E-16
113 +---+----------------------------+------------+----------------------------+
114 | i | Zi | mod(Zi) | P(Zi) |
115 +---+----------------------------+------------+----------------------------+
116 | 1| 0.540303 +i* 0.841453| 0.999985| 1.08703E-11 +i*-2.49217E-12|
117 | 2| -0.837195 +i* 0.546877| 0.999985| -5.4492E-12 +i* 1.09163E-12|
118 | 3| -0.553418 +i* -0.832885| 0.999985| -1.9722E-12 +i*-7.40397E-12|
119 | 4| 0.828599 +i* -0.559925| 1.00005|-7.54521E-09 +i* 1.47059E-08|
120 | 5| -0.8197 +i* 0.572767| 0.999985|-4.21663E-13 +i* -2.8616E-12|
121 | 6| -0.57917 +i* -0.815188| 0.999985|-5.13034E-12 +i*-1.52645E-12|
122 | 7| 0.810626 +i* -0.585537| 0.999985|-6.36846E-12 +i*-5.86797E-12|
123 | 8| 0.591872 +i* 0.806089| 1.00005|-1.69803E-09 +i* 9.43795E-09|
124 | 9| -0.801454 +i* 0.598134| 1.00005|-3.72767E-08 +i*-1.30274E-08|
125 | 10| -0.604356 +i* -0.796695| 0.999985|-1.64091E-13 +i* 1.59084E-12|
126 | 11| 0.791937 +i* -0.610578| 0.999985| 6.0707E-13 +i* 1.52922E-12|
127 | 12| 0.616763 +i* 0.78713| 0.999985|-4.48042E-12 +i* -2.6295E-12|
128 | 13| -0.782301 +i* 0.622877| 0.999985|-2.15827E-12 +i*-6.27114E-12|
129 | 14| -0.628991 +i* -0.777472| 1.00005| 6.93065E-09 +i*-8.65443E-09|
130 | 15| 0.772474 +i* -0.635023| 0.999985| 1.54783E-11 +i*-1.81338E-12|
131 | 16| 0.641054 +i* 0.767476| 0.999985| 9.05009E-12 +i*-2.91295E-12|
132 | 17| -0.762458 +i* 0.647014| 0.999985| 5.81724E-12 +i*-9.99384E-12|
133 | 18| -0.652967 +i* -0.757366| 0.999985|-6.31406E-12 +i* 8.49495E-12|
134 | 19| 0.752302 +i* -0.658888| 1.00005| 3.99107E-09 +i* 1.02117E-08|
135 | 20| 0.66472 +i* 0.747072| 0.999985|-1.93379E-12 +i*-1.29726E-11|
136 +---+----------------------------+------------+----------------------------+
137 150000 racines de module = 0.999985
138 50000 racines de module = 1.00005
141 (1 +i*0)*x^0 + (-0.1 +i*0)*x^150000 + (-10 +i*0)*x^250000 + (1 +i*0)*x^400000
143 (-15000 +i*0)*x^149999 + (-2.5E+06 +i*0)*x^249999 + (400000 +i*0)*x^399999
145 zone limite de 'log-exp' 1.00089
146 zone limite de 'log-exp' 1.00089
147 dimgrid 1563 dimblock 256 degrePoly 400000
148 proc 0, start 0 size 200064
149 proc 0 start 0 size 200064
150 dimgrid 1563 dimblock 256 degrePoly 400000
151 proc 1, start 200064 size 200064
152 proc 1 start 200064 size 200064
153 iter : 1 Arret : 0.000550449 s/iter 6.082917
154 iter : 2 Arret : 0.00291862 s/iter 6.079734
155 iter : 3 Arret : 0.00675438 s/iter 6.082746
156 iter : 4 Arret : 0.00891928 s/iter 6.157166
157 iter : 5 Arret : 0.0118747 s/iter 6.150345
158 iter : 6 Arret : 0.0109883 s/iter 6.091520
159 iter : 7 Arret : 0.00656673 s/iter 6.112417
160 iter : 8 Arret : 0.00575864 s/iter 6.085608
161 iter : 9 Arret : 0.00288805 s/iter 6.150350
162 iter : 10 Arret : 0.00168944 s/iter 6.083333
163 iter : 11 Arret : 0.00101594 s/iter 6.079295
164 iter : 12 Arret : 0.000961205 s/iter 6.079555
165 iter : 13 Arret : 0.000805832 s/iter 6.078713
166 iter : 14 Arret : 0.00034457 s/iter 6.079666
167 iter : 15 Arret : 0.000125967 s/iter 6.080354
168 iter : 16 Arret : 2.22934E-05 s/iter 6.079409
169 iter : 17 Arret : 5.34301E-06 s/iter 6.079653
170 iter : 18 Arret : 3.49738E-08 s/iter 6.081697
171 iter : 19 Arret : 7.48893E-11 s/iter 6.080662
172 iter : 20 Arret : 1.61404E-13 s/iter 6.081309
173 temps : 122.138 seconde(s)
175 Nb de depassements de capacite exponentielle : 0
176 Precision : 2.09706E-08
177 Stabilite : 1.61404E-13
178 +---+----------------------------+------------+----------------------------+
179 | i | Zi | mod(Zi) | P(Zi) |
180 +---+----------------------------+------------+----------------------------+
181 | 1| 0.540334 +i* 0.84144| 0.999991| 6.97609E-12 +i* 5.61207E-12|
182 | 2| -0.998329 +i* 0.057622| 0.999991| 4.43912E-12 +i* 1.27665E-12|
183 | 3| 0.43989 +i* -0.898041| 0.999991|-2.08855E-12 +i*-1.75276E-12|
184 | 4| -0.996033 +i* 0.0888768| 0.999991|-3.15592E-12 +i* 1.17456E-12|
185 | 5| 0.411533 +i* -0.911385| 0.999991|-2.45048E-12 +i* 4.6238E-12|
186 | 6| 0.59196 +i* 0.805956| 0.999991| 5.24358E-13 +i*-8.53073E-12|
187 | 7| -0.992759 +i* 0.120044| 0.999991| 2.58804E-12 +i* 2.47274E-12|
188 | 8| 0.382796 +i* -0.923823| 0.999991|-1.63092E-11 +i* 4.26312E-12|
189 | 9| 0.616925 +i* 0.78701| 0.999991| 4.27514E-12 +i*-1.13966E-11|
190 | 10| -0.98851 +i* 0.151094| 0.999991|-1.29017E-11 +i*-4.43427E-12|
191 | 11| 0.35366 +i* -0.935364| 0.999991|-1.92664E-11 +i* 1.19958E-11|
192 | 12| 0.641283 +i* 0.767292| 0.999991|-4.70735E-12 +i* -1.4127E-11|
193 | 13| -0.98329 +i* 0.181995| 0.999991|-6.62759E-12 +i*-5.46796E-12|
194 | 14| 0.324176 +i* -0.945987| 0.999991|-5.20695E-12 +i*-7.06984E-12|
195 | 15| 0.665012 +i* 0.746821| 0.999991| 5.27178E-12 +i*-4.27913E-12|
196 | 16| -0.977104 +i* 0.212717| 0.999991|-1.01148E-11 +i* 2.41479E-12|
197 | 17| 0.294374 +i* -0.955681| 0.999991|-2.37395E-11 +i*-2.53098E-12|
198 | 18| 0.688087 +i* 0.725616| 0.999991| 6.67011E-12 +i* 1.57173E-11|
199 | 19| -0.969965 +i* 0.243206| 0.999991| 6.88072E-12 +i* 3.20268E-13|
200 | 20| 0.264283 +i* -0.964436| 0.999991|-6.93356E-12 +i*-6.23118E-12|
201 +---+----------------------------+------------+----------------------------+
202 250000 racines de module = 0.999991
203 150000 racines de module = 1.00002
206 (1 +i*0)*x^0 + (-0.1 +i*0)*x^250000 + (-10 +i*0)*x^350000 + (1 +i*0)*x^600000
208 (-25000 +i*0)*x^249999 + (-3.5E+06 +i*0)*x^349999 + (600000 +i*0)*x^599999
210 zone limite de 'log-exp' 1.00059
211 zone limite de 'log-exp' 1.00059
212 dimgrid 2344 dimblock 256 degrePoly 600000
213 proc 1, start 300032 size 300032
214 proc 1 start 300032 size 300032
215 dimgrid 2344 dimblock 256 degrePoly 600000
216 proc 0, start 0 size 300032
217 proc 0 start 0 size 300032
218 iter : 1 Arret : 0.00169532 s/iter 13.268293
219 iter : 2 Arret : 0.00577451 s/iter 13.754899
220 iter : 3 Arret : 0.00560656 s/iter 13.317734
221 iter : 4 Arret : 0.026637 s/iter 13.287596
222 iter : 5 Arret : 0.0224878 s/iter 13.756785
223 iter : 6 Arret : 0.0273249 s/iter 14.009301
224 iter : 7 Arret : 0.0242205 s/iter 13.722890
225 iter : 8 Arret : 0.0206627 s/iter 14.046207
226 iter : 9 Arret : 0.0154355 s/iter 14.068750
227 iter : 10 Arret : 0.0112335 s/iter 13.832264
228 iter : 11 Arret : 0.00926749 s/iter 13.793343
229 iter : 12 Arret : 0.0165133 s/iter 13.276606
230 iter : 13 Arret : 0.00281445 s/iter 13.275977
231 iter : 14 Arret : 0.0019915 s/iter 13.269355
232 iter : 15 Arret : 0.00135028 s/iter 13.267568
233 iter : 16 Arret : 0.00186824 s/iter 13.268070
234 iter : 17 Arret : 0.000810658 s/iter 13.268154
235 iter : 18 Arret : 0.000232438 s/iter 13.268534
236 iter : 19 Arret : 3.11501E-07 s/iter 13.267454
237 iter : 20 Arret : 1.18566E-09 s/iter 13.267871
238 iter : 21 Arret : 9.65413E-12 s/iter 13.268070
239 iter : 22 Arret : 1.37719E-13 s/iter 13.267729
240 temps : 297.134 seconde(s)
242 Nb de depassements de capacite exponentielle : 0
243 Precision : 1.32595E-08
244 Stabilite : 1.37719E-13
245 +---+----------------------------+------------+----------------------------+
246 | i | Zi | mod(Zi) | P(Zi) |
247 +---+----------------------------+------------+----------------------------+
248 | 1| 0.540302 +i* 0.841463| 0.999993| 8.34199E-12 +i* -1.9051E-11|
249 | 2| -0.553438 +i* -0.832883| 0.999993|-2.10654E-12 +i*-2.55273E-11|
250 | 3| -0.579282 +i* -0.815119| 0.999993| 1.33613E-11 +i*-1.98701E-11|
251 | 4| 0.591992 +i* 0.805956| 1.00001|-3.89872E-09 +i* 2.08385E-09|
252 | 5| -0.604557 +i* -0.796554| 0.999993|-2.82974E-12 +i* 9.99473E-12|
253 | 6| 0.61698 +i* 0.78697| 0.999993|-4.77973E-12 +i* 2.40621E-11|
254 | 7| -0.629237 +i* -0.777205| 0.999993|-2.92122E-12 +i*-4.85867E-12|
255 | 8| 0.641354 +i* 0.767237| 0.999993|-1.64209E-11 +i* 1.12904E-12|
256 | 9| -0.653299 +i* -0.757092| 0.999993|-8.22453E-13 +i* 2.82818E-12|
257 | 10| 0.665096 +i* 0.746749| 0.999993| -1.2145E-11 +i* 1.89129E-11|
258 | 11| -0.676717 +i* -0.736234| 0.999993|-1.26079E-11 +i*-1.25073E-11|
259 | 12| 0.688185 +i* 0.725526| 0.999993| 2.69875E-11 +i* 1.65411E-11|
260 | 13| -0.699466 +i* -0.714679| 1.00001| 3.92343E-10 +i*-3.02623E-09|
261 | 14| 0.710597 +i* 0.70359| 0.999993| -2.6851E-11 +i*-1.44801E-11|
262 | 15| -0.721524 +i* -0.69238| 0.999993| 2.63193E-11 +i*-6.76318E-13|
263 | 16| 0.73231 +i* 0.680962| 0.999993| 1.34706E-11 +i*-4.43489E-12|
264 | 17| -0.74294 +i* -0.669349| 0.999993| 1.02707E-12 +i* 2.14607E-11|
265 | 18| 0.753317 +i* 0.657672| 1.00001| 2.8295E-09 +i*-3.45603E-09|
266 | 19| -0.76354 +i* -0.64575| 0.999993| 2.24043E-11 +i*-1.30496E-12|
267 | 20| 0.773543 +i* 0.633733| 0.999993|-3.47811E-12 +i*-5.94756E-12|
268 +---+----------------------------+------------+----------------------------+
269 350000 racines de module = 0.999993
270 250000 racines de module = 1.00001
273 (1 +i*0)*x^0 + (-0.1 +i*0)*x^300000 + (-10 +i*0)*x^500000 + (1 +i*0)*x^800000
275 (-30000 +i*0)*x^299999 + (-5E+06 +i*0)*x^499999 + (800000 +i*0)*x^799999
277 zone limite de 'log-exp' 1.00044
278 zone limite de 'log-exp' 1.00044
279 dimgrid 3125 dimblock 256 degrePoly 800000
280 proc 0, start 0 size 400000
281 proc 0 start 0 size 400000
282 dimgrid 3125 dimblock 256 degrePoly 800000
283 proc 1, start 400000 size 400000
284 proc 1 start 400000 size 400000
285 iter : 1 Arret : 0.00108387 s/iter 23.672446
286 iter : 2 Arret : 0.00660333 s/iter 23.805408
287 iter : 3 Arret : 1.16255 s/iter 23.798567
288 iter : 4 Arret : 1.00538 s/iter 23.799772
289 iter : 5 Arret : 4.35503 s/iter 23.835095
290 iter : 6 Arret : 2.85741 s/iter 24.191376
291 iter : 7 Arret : 1.06724 s/iter 24.343970
292 iter : 8 Arret : 0.752896 s/iter 24.414141
293 iter : 9 Arret : 0.681451 s/iter 24.504496
294 iter : 10 Arret : 0.666362 s/iter 24.940388
295 iter : 11 Arret : 0.660981 s/iter 25.494551
296 iter : 12 Arret : 0.6721 s/iter 24.530242
297 iter : 13 Arret : 0.722307 s/iter 24.518027
298 iter : 14 Arret : 0.735973 s/iter 24.579973
299 iter : 15 Arret : 1.60274 s/iter 24.425419
300 iter : 16 Arret : 1.08224 s/iter 24.263282
301 iter : 17 Arret : 1.66761 s/iter 24.117742
302 iter : 18 Arret : 0.562533 s/iter 23.946009
303 iter : 19 Arret : 0.334526 s/iter 23.926164
304 iter : 20 Arret : 0.247191 s/iter 23.871930
305 iter : 21 Arret : 0.0856694 s/iter 23.809304
306 iter : 22 Arret : 0.100266 s/iter 23.817817
307 iter : 23 Arret : 0.0450244 s/iter 23.791545
308 iter : 24 Arret : 0.0252731 s/iter 23.803368
309 iter : 25 Arret : 0.0214701 s/iter 23.778507
310 iter : 26 Arret : 0.00697008 s/iter 23.796671
311 iter : 27 Arret : 0.00107605 s/iter 23.651300
312 iter : 28 Arret : 1.6145E-06 s/iter 23.654996
313 iter : 29 Arret : 4.22205E-09 s/iter 23.650903
314 iter : 30 Arret : 9.10881E-12 s/iter 23.650544
315 iter : 31 Arret : 1.96015E-14 s/iter 23.654309
316 temps : 746.426 seconde(s)
318 Nb de depassements de capacite exponentielle : 0
319 Precision : 2.73089E-06
320 Stabilite : 2.22043E-16
321 +---+----------------------------+------------+----------------------------+
322 | i | Zi | mod(Zi) | P(Zi) |
323 +---+----------------------------+------------+----------------------------+
324 | 1| 0.540305 +i* 0.841464| 0.999995| -2.03E-11 +i* 2.74701E-11|
325 | 2| 0.592014 +i* 0.805922| 0.999995| 2.33948E-11 +i*-2.13005E-11|
326 | 3| 0.617007 +i* 0.786952| 0.999995| 4.23442E-11 +i* -6.2147E-12|
327 | 4| 0.641392 +i* 0.767207| 0.999995|-4.99742E-11 +i* 1.43873E-11|
328 | 5| 0.665146 +i* 0.746707| 0.999995| 2.02977E-11 +i* 7.48579E-12|
329 | 6| 0.688245 +i* 0.725472| 0.999995|-1.73153E-11 +i* -1.2656E-11|
330 | 7| 0.710667 +i* 0.703522| 0.999995| 3.69782E-12 +i* 2.3081E-12|
331 | 8| 0.732388 +i* 0.68088| 0.999995| 9.45355E-12 +i* 2.09024E-11|
332 | 9| 0.753381 +i* 0.657577| 0.999995| 1.7531E-11 +i*-4.02243E-11|
333 | 10| 0.77364 +i* 0.633618| 0.999995|-1.72307E-11 +i* 1.22723E-11|
334 | 11| 0.793138 +i* 0.609034| 0.999995| 3.89222E-12 +i* 2.21356E-11|
335 | 12| 0.811855 +i* 0.583851| 0.999995|-1.28337E-11 +i*-5.47207E-12|
336 | 13| 0.829772 +i* 0.558094| 0.999995|-1.63114E-11 +i*-1.64246E-12|
337 | 14| 0.846873 +i* 0.531786| 0.999995|-3.30451E-11 +i*-8.10676E-12|
338 | 15| 0.86314 +i* 0.504956| 0.999995|-4.00413E-12 +i* 3.04823E-11|
339 | 16| 0.878557 +i* 0.477628| 0.999995|-2.16493E-12 +i* 1.10533E-11|
340 | 17| 0.893104 +i* 0.449841| 0.999995|-1.48552E-11 +i* 1.06063E-11|
341 | 18| 0.906777 +i* 0.4216| 0.999995|-1.38745E-11 +i* 5.33384E-12|
342 | 19| 0.919557 +i* 0.392944| 0.999995|-3.33245E-11 +i* 5.94386E-12|
343 | 20| 0.931433 +i* 0.363901| 0.999995| 4.93219E-11 +i*-2.82651E-11|
344 +---+----------------------------+------------+----------------------------+
345 500000 racines de module = 0.999995
346 300000 racines de module = 1.00001
349 (1 +i*0)*x^0 + (-0.1 +i*0)*x^400000 + (-10 +i*0)*x^600000 + (1 +i*0)*x^1000000
351 (-40000 +i*0)*x^399999 + (-6E+06 +i*0)*x^599999 + (1E+06 +i*0)*x^999999
353 zone limite de 'log-exp' 1.00035
354 zone limite de 'log-exp' 1.00035
355 dimgrid 3907 dimblock 256 degrePoly 1000000
356 proc 1, start 500096 size 500096
357 proc 1 start 500096 size 500096
358 dimgrid 3907 dimblock 256 degrePoly 1000000
359 proc 0, start 0 size 500096
360 proc 0 start 0 size 500096
361 iter : 1 Arret : 0.00111034 s/iter 36.535863
362 iter : 2 Arret : 0.00130138 s/iter 36.531318
363 iter : 3 Arret : 0.095171 s/iter 36.617316
364 iter : 4 Arret : 0.110384 s/iter 36.603388
365 iter : 5 Arret : 0.0159644 s/iter 37.200734
366 iter : 6 Arret : 0.0148525 s/iter 37.186773
367 iter : 7 Arret : 0.0189588 s/iter 37.285760
368 iter : 8 Arret : 0.0122669 s/iter 37.242480
369 iter : 9 Arret : 0.025395 s/iter 37.493437
370 iter : 10 Arret : 0.0249756 s/iter 36.552191
371 iter : 11 Arret : 0.0032083 s/iter 36.587117
372 iter : 12 Arret : 0.00514671 s/iter 36.496415
373 iter : 13 Arret : 0.0026206 s/iter 36.537986
374 iter : 14 Arret : 0.0021181 s/iter 36.525452
375 iter : 15 Arret : 0.000448616 s/iter 36.534784
376 iter : 16 Arret : 0.000260446 s/iter 36.531377
377 iter : 17 Arret : 9.00305E-05 s/iter 36.520451
378 iter : 18 Arret : 0.000137571 s/iter 36.497467
379 iter : 19 Arret : 3.90888E-05 s/iter 36.496056
380 iter : 20 Arret : 8.22264E-08 s/iter 36.494517
381 iter : 21 Arret : 2.59921E-10 s/iter 36.529540
382 iter : 22 Arret : 8.21945E-13 s/iter 36.531093
383 temps : 812.655 seconde(s)
385 Nb de depassements de capacite exponentielle : 0
386 Precision : 3.28809E-07
387 Stabilite : 8.21945E-13
388 +---+----------------------------+------------+----------------------------+
389 | i | Zi | mod(Zi) | P(Zi) |
390 +---+----------------------------+------------+----------------------------+
391 | 1| 0.540305 +i* 0.841476| 1.00001| 4.82795E-10 +i* 3.31212E-09|
392 | 2| 0.529701 +i* 0.84818| 0.999996|-4.61853E-13 +i*-4.17888E-12|
393 | 3| 0.524361 +i* 0.851491| 0.999996|-2.47296E-11 +i* 1.78327E-11|
394 | 4| 0.51901 +i* 0.854764| 0.999996| 9.45599E-12 +i* 2.07434E-11|
395 | 5| 0.513638 +i* 0.858002| 0.999996|-2.64786E-11 +i* 1.3235E-12|
396 | 6| 0.508237 +i* 0.861213| 0.999996|-1.34339E-11 +i* 9.87854E-12|
397 | 7| 0.502825 +i* 0.864384| 0.999996|-3.18459E-11 +i* 7.64744E-12|
398 | 8| 0.497384 +i* 0.867526| 0.999996| 1.87346E-11 +i* 4.7471E-11|
399 | 9| 0.491932 +i* 0.870629| 0.999996|-2.65525E-11 +i* 1.22525E-11|
400 | 10| 0.486462 +i* 0.873698| 0.999996|-2.18452E-11 +i*-1.14808E-11|
401 | 11| 0.480962 +i* 0.876737| 0.999996| 1.81546E-11 +i* 8.04012E-12|
402 | 12| 0.475453 +i* 0.879736| 0.999996| 3.09861E-11 +i* 4.093E-12|
403 | 13| 0.469917 +i* 0.882706| 0.999996|-1.29106E-11 +i*-2.31489E-11|
404 | 14| 0.46437 +i* 0.885637| 0.999996|-5.47384E-12 +i* 1.02452E-11|
405 | 15| 0.458801 +i* 0.888545| 1.00001| 8.56622E-10 +i* 9.50588E-10|
406 | 16| 0.453214 +i* 0.891397| 0.999996| 2.45506E-11 +i* 3.1726E-11|
407 | 17| 0.447614 +i* 0.894223| 0.999996|-1.08491E-12 +i*-2.12277E-11|
408 | 18| 0.441986 +i* 0.897017| 0.999996| 2.72476E-11 +i* 3.22485E-11|
409 | 19| 0.436351 +i* 0.899772| 0.999996|-1.24334E-11 +i*-2.66317E-11|
410 | 20| 0.430689 +i* 0.902496| 0.999996|-1.25435E-11 +i* 3.86925E-13|
411 +---+----------------------------+------------+----------------------------+
412 400000 racines de module = 1.00001
413 600000 racines de module = 0.999996
416 (1 +i*0)*x^0 + (-0.1 +i*0)*x^500000 + (-10 +i*0)*x^700000 + (1 +i*0)*x^1200000
418 (-50000 +i*0)*x^499999 + (-7E+06 +i*0)*x^699999 + (1.2E+06 +i*0)*x^1199999
420 zone limite de 'log-exp' 1.0003
421 zone limite de 'log-exp' 1.0003
422 dimgrid 4688 dimblock 256 degrePoly 1200000
423 proc 0, start 0 size 600064
424 proc 0 start 0 size 600064
425 dimgrid 4688 dimblock 256 degrePoly 1200000
426 proc 1, start 600064 size 600064
427 proc 1 start 600064 size 600064
428 iter : 1 Arret : 0.0323131 s/iter 52.941074
429 iter : 2 Arret : 2.76888 s/iter 55.568853
430 iter : 3 Arret : 2.88621 s/iter 56.575624
431 iter : 4 Arret : 1.26993 s/iter 55.935739
432 iter : 5 Arret : 3.86036 s/iter 56.102261
433 iter : 6 Arret : 5.37784 s/iter 57.046755
434 iter : 7 Arret : 1.03129 s/iter 56.920764
435 iter : 8 Arret : 3.95796 s/iter 57.471965
436 iter : 9 Arret : 1.30769 s/iter 57.104425
437 iter : 10 Arret : 1.0707 s/iter 57.036191
438 iter : 11 Arret : 1.02855 s/iter 56.856622
439 iter : 12 Arret : 0.563478 s/iter 56.398393
440 iter : 13 Arret : 1.5244 s/iter 56.034393
441 iter : 14 Arret : 1.47905 s/iter 55.457328
442 iter : 15 Arret : 0.774422 s/iter 55.020273
443 iter : 16 Arret : 10.8889 s/iter 54.981257
444 iter : 17 Arret : 0.715912 s/iter 54.702463
445 iter : 18 Arret : 0.577843 s/iter 54.436841
446 iter : 19 Arret : 0.747995 s/iter 54.297662
447 iter : 20 Arret : 0.163426 s/iter 53.892957
448 iter : 21 Arret : 0.181209 s/iter 53.840332
449 iter : 22 Arret : 0.0761215 s/iter 53.719165
450 iter : 23 Arret : 0.0217437 s/iter 53.677726
451 iter : 24 Arret : 0.00705727 s/iter 53.242080
452 iter : 25 Arret : 0.00154816 s/iter 52.922070
453 iter : 26 Arret : 1.96753E-05 s/iter 52.904231
454 iter : 27 Arret : 2.53613E-08 s/iter 52.924736
455 iter : 28 Arret : 3.62869E-10 s/iter 52.921481
456 iter : 29 Arret : 5.17537E-12 s/iter 52.895150
457 iter : 30 Arret : 7.38669E-14 s/iter 52.910075
458 temps : 1647.22 seconde(s)
460 Nb de depassements de capacite exponentielle : 0
461 Precision : 3.62324E-08
462 Stabilite : 7.38669E-14
463 +---+----------------------------+------------+----------------------------+
464 | i | Zi | mod(Zi) | P(Zi) |
465 +---+----------------------------+------------+----------------------------+
466 | 1| 0.540304 +i* 0.841466| 0.999997| 3.08649E-11 +i* 2.05843E-11|
467 | 2| 0.513629 +i* 0.858008| 0.999997| 3.02357E-11 +i* 3.41858E-11|
468 | 3| 0.486451 +i* 0.873713| 1|-5.85295E-09 +i*-2.49566E-10|
469 | 4| 0.458812 +i* 0.888539| 1|-7.79592E-09 +i*-3.64417E-09|
470 | 5| 0.430677 +i* 0.902502| 0.999997|-2.03271E-11 +i*-3.18325E-11|
471 | 6| 0.402126 +i* 0.915589| 1| 2.50282E-09 +i*-6.10471E-09|
472 | 7| 0.3732 +i* 0.927747| 0.999997|-1.54374E-11 +i*-2.76083E-11|
473 | 8| 0.3439 +i* 0.939003| 0.999997|-1.12714E-11 +i* 1.5453E-11|
474 | 9| 0.314261 +i* 0.949333| 0.999997| 1.93628E-11 +i* 2.50909E-11|
475 | 10| 0.284313 +i* 0.958728| 0.999997| 2.69426E-11 +i* 2.77974E-11|
476 | 11| 0.254084 +i* 0.967179| 0.999997| 1.5277E-11 +i* 4.73027E-12|
477 | 12| 0.223605 +i* 0.974676| 0.999997| -8.1017E-11 +i*-3.77299E-11|
478 | 13| 0.192897 +i* 0.981224| 1| 2.91999E-10 +i* 9.18678E-11|
479 | 14| 0.162017 +i* 0.986785| 0.999997| 4.59321E-12 +i*-4.42106E-13|
480 | 15| 0.130967 +i* 0.991391| 1| 1.71549E-09 +i* 3.54225E-10|
481 | 16| 0.099812 +i* 0.995011| 1|-4.01255E-09 +i*-1.01435E-08|
482 | 17| 0.0685136 +i* 0.997647| 0.999997|-2.98188E-11 +i* 2.79243E-12|
483 | 18| 0.0371504 +i* 0.999314| 1|-1.38879E-09 +i*-2.32658E-09|
484 | 19| 0.00578048 +i* 0.99998| 0.999997| 3.46787E-11 +i* 1.94857E-13|
485 | 20| -0.0256056 +i* 0.999669| 0.999997| 2.01068E-11 +i*-1.22213E-12|
486 +---+----------------------------+------------+----------------------------+
487 700000 racines de module = 0.999997
488 500000 racines de module = 1
491 (1 +i*0)*x^0 + (-0.1 +i*0)*x^600000 + (-10 +i*0)*x^800000 + (1 +i*0)*x^1400000
493 (-60000 +i*0)*x^599999 + (-8E+06 +i*0)*x^799999 + (1.4E+06 +i*0)*x^1399999
495 zone limite de 'log-exp' 1.00025
496 zone limite de 'log-exp' 1.00025
497 dimgrid 5469 dimblock 256 degrePoly 1400000
498 proc 0, start 0 size 700032
499 proc 0 start 0 size 700032
500 dimgrid 5469 dimblock 256 degrePoly 1400000
501 proc 1, start 700032 size 700032
502 proc 1 start 700032 size 700032
503 iter : 1 Arret : 0.00634591 s/iter 71.315735
504 iter : 2 Arret : 0.356583 s/iter 73.499155
505 iter : 3 Arret : 0.616585 s/iter 74.055679
506 iter : 4 Arret : 0.383366 s/iter 75.001269
507 iter : 5 Arret : 0.113316 s/iter 76.417550
508 iter : 6 Arret : 0.198101 s/iter 77.541428
509 iter : 7 Arret : 0.157259 s/iter 77.127574
510 iter : 8 Arret : 0.381996 s/iter 77.411132
511 iter : 9 Arret : 0.254414 s/iter 77.254944
512 iter : 10 Arret : 0.178383 s/iter 77.505940
513 iter : 11 Arret : 0.147268 s/iter 76.909819
514 iter : 12 Arret : 0.0894984 s/iter 77.135647
515 iter : 13 Arret : 0.117288 s/iter 74.937817
516 iter : 14 Arret : 0.0966418 s/iter 73.691614
517 iter : 15 Arret : 0.0293232 s/iter 72.705894
518 iter : 16 Arret : 0.0436007 s/iter 72.446877
519 iter : 17 Arret : 0.0302845 s/iter 72.160465
520 iter : 18 Arret : 0.00422446 s/iter 71.431150
521 iter : 19 Arret : 0.00359251 s/iter 71.490724
522 iter : 20 Arret : 0.00270137 s/iter 71.471506
523 iter : 21 Arret : 0.00209394 s/iter 71.343579
524 iter : 22 Arret : 0.000416465 s/iter 71.476428
525 iter : 23 Arret : 4.15934E-05 s/iter 71.308920
526 iter : 24 Arret : 5.37967E-08 s/iter 71.432393
527 iter : 25 Arret : 2.48195E-10 s/iter 71.421751
528 iter : 26 Arret : 1.15205E-12 s/iter 71.414405
529 iter : 27 Arret : 5.31631E-15 s/iter 71.409806
530 temps : 1991.85 seconde(s)
532 Nb de depassements de capacite exponentielle : 0
533 Precision : 6.8707E-07
534 Stabilite : 3.51082E-16
535 +---+----------------------------+------------+----------------------------+
536 | i | Zi | mod(Zi) | P(Zi) |
537 +---+----------------------------+------------+----------------------------+
538 | 1| 0.5403 +i* 0.841469| 0.999997| 5.65794E-11 +i*-4.66756E-12|
539 | 2| 0.513623 +i* 0.858013| 0.999997|-2.15776E-11 +i*-2.98557E-11|
540 | 3| -0.52703 +i* -0.849843| 0.999997|-8.72191E-12 +i* 2.97079E-11|
541 | 4| 0.486439 +i* 0.873711| 0.999997|-3.15932E-11 +i*-1.15957E-12|
542 | 5| -0.500096 +i* -0.865967| 0.999997| 3.56147E-11 +i*-3.12713E-11|
543 | 6| 0.458776 +i* 0.888549| 0.999997|-1.89702E-11 +i* 4.08274E-12|
544 | 7| -0.472673 +i* -0.881242| 1|-5.56631E-09 +i*-2.23833E-09|
545 | 8| 0.430664 +i* 0.902517| 1|-8.83373E-11 +i*-2.09199E-09|
546 | 9| -0.444791 +i* -0.895631| 0.999997| 3.68259E-11 +i* 1.36002E-12|
547 | 10| 0.402136 +i* 0.915577| 0.999997| 6.5834E-12 +i* -1.3935E-11|
548 | 11| -0.416432 +i* -0.909164| 0.999997| 1.97816E-11 +i* 3.10848E-11|
549 | 12| 0.373171 +i* 0.927759| 0.999997|-2.17995E-11 +i*-2.96867E-12|
550 | 13| -0.387698 +i* -0.921783| 0.999997|-1.86324E-11 +i* -4.6545E-11|
551 | 14| 0.343875 +i* 0.939012| 0.999997| 3.06317E-11 +i* 7.08794E-11|
552 | 15| -0.358575 +i* -0.933498| 0.999997|-3.74776E-11 +i*-3.89954E-11|
553 | 16| 0.314233 +i* 0.949343| 0.999997| 1.02587E-11 +i*-4.25648E-11|
554 | 17| -0.329098 +i* -0.944293| 0.999997|-1.57903E-11 +i* 2.05052E-11|
555 | 18| 0.284281 +i* 0.958738| 0.999997| 2.51592E-11 +i* 2.09243E-11|
556 | 19| -0.299297 +i* -0.954157| 0.999997| 5.03608E-12 +i* 1.70503E-11|
557 | 20| 0.254048 +i* 0.967189| 0.999997|-2.81228E-11 +i*-1.66302E-11|
558 +---+----------------------------+------------+----------------------------+
559 800000 racines de module = 0.999997
560 600000 racines de module = 1
563 (1 +i*0)*x^0 + (-0.1 +i*0)*x^700000 + (-10 +i*0)*x^900000 + (1 +i*0)*x^1600000
565 (-70000 +i*0)*x^699999 + (-9E+06 +i*0)*x^899999 + (1.6E+06 +i*0)*x^1599999
568 template:32580 terminated with signal 11 at PC=404ae1 SP=7fffd45f56a0. Backtrace:
570 template:32579 terminated with signal 11 at PC=404ae1 SP=7fff316ce300. Backtrace:
573 /lib64/libc.so.6(__libc_start_main+0xfd)[0x36e341ecdd]
577 /lib64/libc.so.6(__libc_start_main+0xfd)[0x36e341ecdd]
579 --------------------------------------------------------------------------
580 mpirun has exited due to process rank 1 with PID 32580 on
581 node node1-50 exiting improperly. There are two reasons this could occur:
583 1. this process did not call "init" before exiting, but others in
584 the job did. This can cause a job to hang indefinitely while it waits
585 for all processes to call "init". By rule, if one process calls "init",
586 then ALL processes must call "init" prior to termination.
588 2. this process called "init", but exited without calling "finalize".
589 By rule, all processes that call "init" MUST call "finalize" prior to
590 exiting or it will be considered an "abnormal termination"
592 This may have caused other processes in the application to be
593 terminated by signals sent by mpirun (as reported here).
594 --------------------------------------------------------------------------
597 (1 +i*0)*x^0 + (-0.1 +i*0)*x^800000 + (-10 +i*0)*x^1000000 + (1 +i*0)*x^1800000
599 (-80000 +i*0)*x^799999 + (-1E+07 +i*0)*x^999999 + (1.8E+06 +i*0)*x^1799999
602 template:32586 terminated with signal 11 at PC=404ae1 SP=7fffbfe9f8d0. Backtrace:
605 /lib64/libc.so.6(__libc_start_main+0xfd)[0x36e341ecdd]
608 template:32587 terminated with signal 11 at PC=404ae1 SP=7fff632aee60. Backtrace:
611 /lib64/libc.so.6(__libc_start_main+0xfd)[0x36e341ecdd]
613 --------------------------------------------------------------------------
614 mpirun has exited due to process rank 1 with PID 32587 on
615 node node1-50 exiting improperly. There are two reasons this could occur:
617 1. this process did not call "init" before exiting, but others in
618 the job did. This can cause a job to hang indefinitely while it waits
619 for all processes to call "init". By rule, if one process calls "init",
620 then ALL processes must call "init" prior to termination.
622 2. this process called "init", but exited without calling "finalize".
623 By rule, all processes that call "init" MUST call "finalize" prior to
624 exiting or it will be considered an "abnormal termination"
626 This may have caused other processes in the application to be
627 terminated by signals sent by mpirun (as reported here).
628 --------------------------------------------------------------------------
631 (1 +i*0)*x^0 + (-0.1 +i*0)*x^500000 + (-10 +i*0)*x^1500000 + (1 +i*0)*x^2000000
633 (-50000 +i*0)*x^499999 + (-1.5E+07 +i*0)*x^1499999 + (2E+06 +i*0)*x^1999999
636 template:32594 terminated with signal 11 at PC=404ae1 SP=7fff28fd9250. Backtrace:
639 /lib64/libc.so.6(__libc_start_main+0xfd)[0x36e341ecdd]
642 template:32593 terminated with signal 11 at PC=404ae1 SP=7fffe3e03f90. Backtrace:
645 /lib64/libc.so.6(__libc_start_main+0xfd)[0x36e341ecdd]
647 --------------------------------------------------------------------------
648 mpirun has exited due to process rank 1 with PID 32594 on
649 node node1-50 exiting improperly. There are two reasons this could occur:
651 1. this process did not call "init" before exiting, but others in
652 the job did. This can cause a job to hang indefinitely while it waits
653 for all processes to call "init". By rule, if one process calls "init",
654 then ALL processes must call "init" prior to termination.
656 2. this process called "init", but exited without calling "finalize".
657 By rule, all processes that call "init" MUST call "finalize" prior to
658 exiting or it will be considered an "abnormal termination"
660 This may have caused other processes in the application to be
661 terminated by signals sent by mpirun (as reported here).
662 --------------------------------------------------------------------------
