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Value convergence stability

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Feb 20th, 2019
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  1. Note: Google Test filter = FittableRegion*
  2. [==========] Running 9 tests from 1 test case.
  3. [----------] Global test environment set-up.
  4. [----------] 9 tests from FittableRegion
  5. [ RUN ] FittableRegion.UnboundedConst
  6. [ ] min(chi_sq)=0 at val=10
  7. [ ] min(abs(grad))=0 at val=10
  8. [ ] Will fit 30 --> 10±0 (x=10) F[0] in 5 attempts with epsilon=1e-20
  9. [ ] Attempt[0] 10±0 (x=10) F[0] delta=0
  10. [ ] Attempt[1] 10±0 (x=10) F[0] delta=0
  11. [ ] Attempt[2] 10±0 (x=10) F[0] delta=0
  12. [ ] Attempt[3] 10±0 (x=10) F[0] delta=0
  13. [ ] Attempt[4] 10±0 (x=10) F[0] delta=0
  14. [ ] Will fit 1 variables in 3000 attempts
  15. [ ] val 10±0 (x=10) F[0] dist(0,40) epsilon= 1e-20
  16. [ ] Summary:
  17. [ ] val max_delta= 0
  18. 0: ++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++ 3000
  19. 0: 0
  20. 0: 0
  21. 0: 0
  22. 0: 0
  23. 0: 0
  24. 0: 0
  25. 0: 0
  26. 0: 0
  27. 0: 0
  28. 0: 0
  29. 0: 0
  30. 0: 0
  31. 0: 0
  32. 0: 0
  33. 0: 0
  34. 0: 0
  35. 0: 0
  36. 0: 0
  37. 0: 0
  38. 0: 0
  39. 0: 0
  40. 0: 0
  41. 0: 0
  42. 0: 0
  43. 0: 0
  44. 0: 0
  45. 0: 0
  46. 0: 0
  47. 0: 0
  48. 0: 0
  49. 0: 0
  50. 0: 0
  51. 0: 0
  52. 0: 0
  53. 0: 0
  54. 0: 0
  55. 0: 0
  56. 0: 0
  57. 0: 0
  58. 0: 0
  59. 0: 0
  60. 0: 0
  61. 0: 0
  62. 0: 0
  63. 0: 0
  64. 0: 0
  65. 0: 0
  66. 0: 0
  67. 0: 0
  68. 0: 0
  69. 0: 0
  70. 0: 0
  71. 0: 0
  72. 0: 0
  73.  
  74. [ OK ] FittableRegion.UnboundedConst (205 ms)
  75. [ RUN ] FittableRegion.PositiveConst
  76. [ ] min(chi_sq)=2.86893e-07 at val=9.99824
  77. [ ] Will fit 30 --> 10±0 (x=3.16228) F[0] in 5 attempts with epsilon=1e-09
  78. [ ] Attempt[0] 10±2.45051e-09 (x=-3.16228) F[0] delta=1.87496e-10
  79. [ ] Attempt[1] 10±2.45051e-09 (x=-3.16228) F[0] delta=1.87496e-10
  80. [ ] Attempt[2] 10±2.45051e-09 (x=-3.16228) F[0] delta=1.87496e-10
  81. [ ] Attempt[3] 10±2.45051e-09 (x=-3.16228) F[0] delta=1.87496e-10
  82. [ ] Attempt[4] 10±2.45051e-09 (x=-3.16228) F[0] delta=1.87496e-10
  83. [ ] Will fit 1 variables in 3000 attempts
  84. [ ] val 10±2.45051e-09 (x=3.16228) F[0] dist(0,40) epsilon= 1e-08
  85. [ ] Summary:
  86. [ ] val max_delta=2.17794e-09
  87. 1.9803e-11 : ++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++ 1905
  88. 5.94091e-11: ++++++++++ 202
  89. 9.90151e-11: ++++++ 119
  90. 1.38621e-10: +++ 78
  91. 1.78227e-10: ++++ 84
  92. 2.17833e-10: ++ 52
  93. 2.57439e-10: ++ 53
  94. 2.97045e-10: + 32
  95. 3.36651e-10: + 29
  96. 3.76257e-10: + 33
  97. 4.15863e-10: + 24
  98. 4.55469e-10: + 22
  99. 4.95075e-10: + 25
  100. 5.34682e-10: + 23
  101. 5.74288e-10: 12
  102. 6.13894e-10: 16
  103. 6.535e-10 : 17
  104. 6.93106e-10: 13
  105. 7.32712e-10: 13
  106. 7.72318e-10: 14
  107. 8.11924e-10: 19
  108. 8.5153e-10 : 11
  109. 8.91136e-10: 14
  110. 9.30742e-10: 7
  111. 9.70348e-10: 10
  112. 1.00995e-09: 13
  113. 1.04956e-09: 6
  114. 1.08917e-09: 8
  115. 1.12877e-09: 11
  116. 1.16838e-09: 7
  117. 1.20798e-09: 3
  118. 1.24759e-09: 6
  119. 1.2872e-09 : 11
  120. 1.3268e-09 : 4
  121. 1.36641e-09: 5
  122. 1.40601e-09: 5
  123. 1.44562e-09: 6
  124. 1.48523e-09: 4
  125. 1.52483e-09: 5
  126. 1.56444e-09: 7
  127. 1.60404e-09: 2
  128. 1.64365e-09: 6
  129. 1.68326e-09: 6
  130. 1.72286e-09: 7
  131. 1.76247e-09: 4
  132. 1.80207e-09: 4
  133. 1.84168e-09: 5
  134. 1.88129e-09: 4
  135. 1.92089e-09: 6
  136. 1.9605e-09 : 7
  137. 2.0001e-09 : 6
  138. 2.03971e-09: 3
  139. 2.07932e-09: 2
  140. 2.11892e-09: 4
  141. 2.15853e-09: 6
  142.  
  143. [ OK ] FittableRegion.PositiveConst (398 ms)
  144. [ RUN ] FittableRegion.BoundedConst
  145. [ ] min(chi_sq)=5.1261e-08 at val=10.0007
  146. [ ] Will fit 30 --> 10±0 (x=-0.523599) F[0] [0 - 40] in 5 attempts with epsilon=1e-13
  147. [ ] Attempt[0] 10±5.05046e-12 (x=-71.733) F[0] [0 - 40] delta=-8.52651e-14
  148. [ ] Attempt[1] 10±5.05046e-12 (x=-71.733) F[0] [0 - 40] delta=-8.52651e-14
  149. [ ] Attempt[2] 10±5.05046e-12 (x=-71.733) F[0] [0 - 40] delta=-8.52651e-14
  150. [ ] Attempt[3] 10±5.05046e-12 (x=-71.733) F[0] [0 - 40] delta=-8.52651e-14
  151. [ ] Attempt[4] 10±5.05046e-12 (x=-71.733) F[0] [0 - 40] delta=-8.52651e-14
  152. [ ] Will fit 1 variables in 3000 attempts
  153. [ ] val 10±5.05046e-12 (x=-0.523599) F[0] [0 - 40] dist(0,40) epsilon= 1e-09
  154. [ ] Summary:
  155. [ ] val max_delta=7.93094e-10
  156. 7.21125e-12: ++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++ 1931
  157. 2.16338e-11: +++++++++++ 213
  158. 3.60563e-11: ++++++ 131
  159. 5.04788e-11: +++ 73
  160. 6.49013e-11: +++ 73
  161. 7.93238e-11: +++ 58
  162. 9.37463e-11: ++ 48
  163. 1.08169e-10: ++ 40
  164. 1.22591e-10: + 32
  165. 1.37014e-10: + 24
  166. 1.51436e-10: + 29
  167. 1.65859e-10: + 29
  168. 1.80281e-10: + 22
  169. 1.94704e-10: + 20
  170. 2.09126e-10: + 20
  171. 2.23549e-10: 13
  172. 2.37971e-10: 9
  173. 2.52394e-10: 15
  174. 2.66816e-10: 13
  175. 2.81239e-10: 13
  176. 2.95661e-10: 11
  177. 3.10084e-10: 10
  178. 3.24506e-10: 11
  179. 3.38929e-10: 9
  180. 3.53351e-10: 10
  181. 3.67774e-10: 6
  182. 3.82196e-10: 6
  183. 3.96619e-10: 9
  184. 4.11041e-10: 12
  185. 4.25464e-10: 6
  186. 4.39886e-10: 4
  187. 4.54309e-10: 0
  188. 4.68731e-10: 8
  189. 4.83154e-10: 4
  190. 4.97576e-10: 3
  191. 5.11999e-10: 9
  192. 5.26421e-10: 5
  193. 5.40844e-10: 7
  194. 5.55266e-10: 5
  195. 5.69689e-10: 3
  196. 5.84111e-10: 9
  197. 5.98534e-10: 6
  198. 6.12956e-10: 3
  199. 6.27379e-10: 3
  200. 6.41801e-10: 7
  201. 6.56224e-10: 2
  202. 6.70646e-10: 3
  203. 6.85069e-10: 3
  204. 6.99492e-10: 2
  205. 7.13914e-10: 3
  206. 7.28337e-10: 3
  207. 7.42759e-10: 4
  208. 7.57182e-10: 1
  209. 7.71604e-10: 6
  210. 7.86027e-10: 1
  211.  
  212. [ OK ] FittableRegion.BoundedConst (803 ms)
  213. [ RUN ] FittableRegion.UnboundedLinear
  214. [ ] min(chi_sq)=7.9173e-29 at val=5
  215. [ ] min(abs(grad))=1.38158e-12 at val=5
  216. [ ] Will fit 30 --> 5±0 (x=5) F[0] in 5 attempts with epsilon=1e-14
  217. [ ] Attempt[0] 5±6.21521e-14 (x=5) F[0] delta=-1.77636e-15
  218. [ ] Attempt[1] 5±6.21521e-14 (x=5) F[0] delta=-1.77636e-15
  219. [ ] Attempt[2] 5±6.21521e-14 (x=5) F[0] delta=-1.77636e-15
  220. [ ] Attempt[3] 5±6.21521e-14 (x=5) F[0] delta=-1.77636e-15
  221. [ ] Attempt[4] 5±6.21521e-14 (x=5) F[0] delta=-1.77636e-15
  222. [ ] Will fit 1 variables in 3000 attempts
  223. [ ] val 5±6.21521e-14 (x=5) F[0] dist(0,40) epsilon= 1e-11
  224. [ ] Summary:
  225. [ ] val max_delta=2.30926e-14
  226. 2.09971e-16: ++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++ 433
  227. 6.29914e-16: 0
  228. 1.04986e-15: ++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++ 611
  229. 1.4698e-15 : 0
  230. 1.88974e-15: +++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++ 533
  231. 2.30968e-15: 0
  232. 2.72963e-15: +++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++ 390
  233. 3.14957e-15: 0
  234. 3.56951e-15: ++++++++++++++++++++ 123
  235. 3.98945e-15: 0
  236. 4.4094e-15 : ++++++++++++++++++ 115
  237. 4.82934e-15: 0
  238. 5.24928e-15: ++++++++++++++++++++ 124
  239. 5.66922e-15: 0
  240. 6.08917e-15: ++++++++++++++++++++ 123
  241. 6.50911e-15: 0
  242. 6.92905e-15: +++++++++++++++++++++ 132
  243. 7.34899e-15: 0
  244. 7.76894e-15: 0
  245. 8.18888e-15: +++++++++++++++++++ 120
  246. 8.60882e-15: 0
  247. 9.02876e-15: ++++++++++++++ 90
  248. 9.44871e-15: 0
  249. 9.86865e-15: ++++ 27
  250. 1.02886e-14: 0
  251. 1.07085e-14: +++ 23
  252. 1.11285e-14: 0
  253. 1.15484e-14: ++++ 29
  254. 1.19684e-14: 0
  255. 1.23883e-14: ++++ 29
  256. 1.28082e-14: 0
  257. 1.32282e-14: ++++ 28
  258. 1.36481e-14: 0
  259. 1.40681e-14: ++++ 28
  260. 1.4488e-14 : 0
  261. 1.4908e-14 : 5
  262. 1.53279e-14: 0
  263. 1.57478e-14: 0
  264. 1.61678e-14: + 7
  265. 1.65877e-14: 0
  266. 1.70077e-14: 3
  267. 1.74276e-14: 0
  268. 1.78476e-14: + 7
  269. 1.82675e-14: 0
  270. 1.86874e-14: 4
  271. 1.91074e-14: 0
  272. 1.95273e-14: 6
  273. 1.99473e-14: 0
  274. 2.03672e-14: + 8
  275. 2.07872e-14: 0
  276. 2.12071e-14: 0
  277. 2.1627e-14 : 0
  278. 2.2047e-14 : 0
  279. 2.24669e-14: 0
  280. 2.28869e-14: 2
  281.  
  282. [ OK ] FittableRegion.UnboundedLinear (283 ms)
  283. [ RUN ] FittableRegion.PositiveLinear
  284. [ ] min(chi_sq)=3.67231e-07 at val=4.9997
  285. [ ] Will fit 30 --> 5±0 (x=2.23607) F[0] in 5 attempts with epsilon=1e-12
  286. [ ] Attempt[0] 5±2.00168e-10 (x=2.23607) F[0] delta=-6.03073e-13
  287. [ ] Attempt[1] 5±2.00168e-10 (x=2.23607) F[0] delta=-6.03073e-13
  288. [ ] Attempt[2] 5±2.00168e-10 (x=2.23607) F[0] delta=-6.03073e-13
  289. [ ] Attempt[3] 5±2.00168e-10 (x=2.23607) F[0] delta=-6.03073e-13
  290. [ ] Attempt[4] 5±2.00168e-10 (x=2.23607) F[0] delta=-6.03073e-13
  291. [ ] Will fit 1 variables in 3000 attempts
  292. [ ] val 5±2.00168e-10 (x=2.23607) F[0] dist(0,40) epsilon= 1e-10
  293. [ ] Summary:
  294. [ ] val max_delta=7.1946e-11
  295. 6.54174e-13: ++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++ 2177
  296. 1.96252e-12: ++++ 92
  297. 3.27087e-12: ++ 59
  298. 4.57921e-12: ++ 67
  299. 5.88756e-12: + 36
  300. 7.19591e-12: + 29
  301. 8.50426e-12: + 42
  302. 9.8126e-12 : 23
  303. 1.11209e-11: 17
  304. 1.24293e-11: 19
  305. 1.37376e-11: 14
  306. 1.5046e-11 : 18
  307. 1.63543e-11: 17
  308. 1.76627e-11: 18
  309. 1.8971e-11 : 13
  310. 2.02794e-11: 9
  311. 2.15877e-11: 13
  312. 2.28961e-11: 5
  313. 2.42044e-11: 8
  314. 2.55128e-11: 18
  315. 2.68211e-11: 12
  316. 2.81295e-11: 9
  317. 2.94378e-11: 11
  318. 3.07462e-11: 9
  319. 3.20545e-11: 14
  320. 3.33628e-11: 19
  321. 3.46712e-11: 10
  322. 3.59795e-11: 8
  323. 3.72879e-11: 11
  324. 3.85962e-11: 9
  325. 3.99046e-11: 13
  326. 4.12129e-11: 9
  327. 4.25213e-11: 8
  328. 4.38296e-11: 12
  329. 4.5138e-11 : 7
  330. 4.64463e-11: 10
  331. 4.77547e-11: 10
  332. 4.9063e-11 : 9
  333. 5.03714e-11: 8
  334. 5.16797e-11: 9
  335. 5.29881e-11: 6
  336. 5.42964e-11: 5
  337. 5.56047e-11: 7
  338. 5.69131e-11: 4
  339. 5.82214e-11: 9
  340. 5.95298e-11: 5
  341. 6.08381e-11: 6
  342. 6.21465e-11: 10
  343. 6.34548e-11: 10
  344. 6.47632e-11: 6
  345. 6.60715e-11: 5
  346. 6.73799e-11: 7
  347. 6.86882e-11: 5
  348. 6.99966e-11: 6
  349. 7.13049e-11: 8
  350.  
  351. [ OK ] FittableRegion.PositiveLinear (486 ms)
  352. [ RUN ] FittableRegion.BoundedLinear
  353. [ ] min(chi_sq)=4.4678e-07 at val=5.00034
  354. [ ] min(abs(grad))=-1.37489 at val=5.00034
  355. [ ] Will fit 30 --> 5±0 (x=-0.848062) F[0] [0 - 40] in 5 attempts with epsilon=1e-14
  356. [ ] Attempt[0] 5±1.20066e-11 (x=-25.9808) F[0] [0 - 40] delta=-7.10543e-15
  357. [ ] Attempt[1] 5±1.20066e-11 (x=-25.9808) F[0] [0 - 40] delta=-7.10543e-15
  358. [ ] Attempt[2] 5±1.20066e-11 (x=-25.9808) F[0] [0 - 40] delta=-7.10543e-15
  359. [ ] Attempt[3] 5±1.20066e-11 (x=-25.9808) F[0] [0 - 40] delta=-7.10543e-15
  360. [ ] Attempt[4] 5±1.20066e-11 (x=-25.9808) F[0] [0 - 40] delta=-7.10543e-15
  361. [ ] Will fit 1 variables in 3000 attempts
  362. [ ] val 5±1.20066e-11 (x=-0.848062) F[0] [0 - 40] dist(0,40) epsilon= 22
  363. [ ] Summary:
  364. [ ] val max_delta= 4.80181
  365. 0.0436607: ++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++ 2934
  366. 0.130982 : 0
  367. 0.218304 : 0
  368. 0.305625 : 0
  369. 0.392947 : 0
  370. 0.480268 : 5
  371. 0.56759 : 2
  372. 0.654911 : 4
  373. 0.742232 : 1
  374. 0.829554 : 1
  375. 0.916875 : 3
  376. 1.0042 : 9
  377. 1.09152 : 2
  378. 1.17884 : 5
  379. 1.26616 : 1
  380. 1.35348 : 1
  381. 1.4408 : 4
  382. 1.52813 : 4
  383. 1.61545 : 2
  384. 1.70277 : 1
  385. 1.79009 : 5
  386. 1.87741 : 2
  387. 1.96473 : 0
  388. 2.05205 : 1
  389. 2.13938 : 1
  390. 2.2267 : 1
  391. 2.31402 : 0
  392. 2.40134 : 2
  393. 2.48866 : 2
  394. 2.57598 : 2
  395. 2.6633 : 0
  396. 2.75063 : 2
  397. 2.83795 : 1
  398. 2.92527 : 0
  399. 3.01259 : 0
  400. 3.09991 : 0
  401. 3.18723 : 0
  402. 3.27456 : 0
  403. 3.36188 : 1
  404. 3.4492 : 0
  405. 3.53652 : 0
  406. 3.62384 : 0
  407. 3.71116 : 0
  408. 3.79848 : 0
  409. 3.88581 : 0
  410. 3.97313 : 0
  411. 4.06045 : 0
  412. 4.14777 : 0
  413. 4.23509 : 0
  414. 4.32241 : 0
  415. 4.40973 : 0
  416. 4.49706 : 0
  417. 4.58438 : 0
  418. 4.6717 : 0
  419. 4.75902 : 1
  420.  
  421. [ OK ] FittableRegion.BoundedLinear (25846 ms)
  422. [ RUN ] FittableRegion.UnboundedQuadratic
  423. [ ] min(chi_sq)=2.11144e-27 at val=5
  424. [ ] min(abs(grad))=3.66228e-11 at val=5
  425. [ ] Will fit 30 --> 5±0 (x=5) F[0] in 5 attempts with epsilon=1e-12
  426. [ ] Attempt[0] 5±4.78284e-10 (x=5) F[0] delta=-5.14255e-13
  427. [ ] Attempt[1] 5±4.78284e-10 (x=5) F[0] delta=-5.14255e-13
  428. [ ] Attempt[2] 5±4.78284e-10 (x=5) F[0] delta=-5.14255e-13
  429. [ ] Attempt[3] 5±4.78284e-10 (x=5) F[0] delta=-5.14255e-13
  430. [ ] Attempt[4] 5±4.78284e-10 (x=5) F[0] delta=-5.14255e-13
  431. [ ] Will fit 1 variables in 3000 attempts
  432. [ ] val 5±4.78284e-10 (x=5) F[0] dist(0,40) epsilon= 1e-11
  433. [ ] Summary:
  434. [ ] val max_delta=1.00542e-12
  435. 9.14183e-15: ++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++ 414
  436. 2.74255e-14: ++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++ 317
  437. 4.57091e-14: ++++++++++++++++++++++++++++++++++++++++++++++++++++ 219
  438. 6.39928e-14: +++++++++++++++++++++++++++++++++++++++++++++++++++++++ 228
  439. 8.22764e-14: +++++++++++++++++++++++++++++++++++++++++++++++++ 205
  440. 1.0056e-13 : ++++++++++++++++++++++++++++++++++++++++++++++++++++++++++ 241
  441. 1.18844e-13: +++++++++++++++++++++++++++++++++++++++++++++++++++++++++ 239
  442. 1.37127e-13: ++++++++++++++++++++++++++++++++++++++++++++++++ 202
  443. 1.55411e-13: ++++++++++++++++++++++++++++++++++++ 150
  444. 1.73695e-13: +++++++++++++++++++ 80
  445. 1.91978e-13: +++++++++++++++++++++ 88
  446. 2.10262e-13: +++++++++++++++++++++++ 98
  447. 2.28546e-13: ++++++++++++++++++ 78
  448. 2.46829e-13: ++++++++++++++++++++ 84
  449. 2.65113e-13: +++++++++++++++++++ 81
  450. 2.83397e-13: +++++++++++ 48
  451. 3.0168e-13 : + 5
  452. 3.19964e-13: +++ 14
  453. 3.38248e-13: ++ 9
  454. 3.56531e-13: + 5
  455. 3.74815e-13: ++ 12
  456. 3.93098e-13: ++++ 17
  457. 4.11382e-13: +++ 14
  458. 4.29666e-13: +++ 16
  459. 4.47949e-13: ++ 10
  460. 4.66233e-13: ++ 12
  461. 4.84517e-13: ++ 10
  462. 5.028e-13 : ++ 11
  463. 5.21084e-13: ++ 12
  464. 5.39368e-13: ++ 9
  465. 5.57651e-13: ++ 11
  466. 5.75935e-13: +++++ 21
  467. 5.94219e-13: + 7
  468. 6.12502e-13: 3
  469. 6.30786e-13: 4
  470. 6.4907e-13 : + 8
  471. 6.67353e-13: + 6
  472. 6.85637e-13: + 5
  473. 7.03921e-13: + 6
  474. 7.22204e-13: 0
  475. 7.40488e-13: 0
  476. 7.58771e-13: 0
  477. 7.77055e-13: 0
  478. 7.95339e-13: 0
  479. 8.13622e-13: 0
  480. 8.31906e-13: 0
  481. 8.5019e-13 : 0
  482. 8.68473e-13: 0
  483. 8.86757e-13: 0
  484. 9.05041e-13: 0
  485. 9.23324e-13: 0
  486. 9.41608e-13: 0
  487. 9.59892e-13: 0
  488. 9.78175e-13: 0
  489. 9.96459e-13: 1
  490.  
  491. [ OK ] FittableRegion.UnboundedQuadratic (327 ms)
  492. [ RUN ] FittableRegion.PositiveQuadratic
  493. [ ] min(chi_sq)=9.73327e-06 at val=4.9997
  494. [ ] Will fit 30 --> 5±0 (x=2.23607) F[0] in 5 attempts with epsilon=1e-12
  495. [ ] Attempt[0] 5±0 (x=2.23607) F[0] delta=0
  496. [ ] Attempt[1] 5±0 (x=2.23607) F[0] delta=0
  497. [ ] Attempt[2] 5±0 (x=2.23607) F[0] delta=0
  498. [ ] Attempt[3] 5±0 (x=2.23607) F[0] delta=0
  499. [ ] Attempt[4] 5±0 (x=2.23607) F[0] delta=0
  500. [ ] Will fit 1 variables in 3000 attempts
  501. [ ] val 5±0 (x=2.23607) F[0] dist(0,40) epsilon= 1e-11
  502. [ ] Summary:
  503. [ ] val max_delta=2.71871e-12
  504. 2.47201e-14: ++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++ 2439
  505. 7.41602e-14: +++ 88
  506. 1.236e-13 : ++ 51
  507. 1.73041e-13: + 40
  508. 2.22481e-13: + 38
  509. 2.71921e-13: + 29
  510. 3.21361e-13: 24
  511. 3.70801e-13: 17
  512. 4.20241e-13: 16
  513. 4.69681e-13: + 25
  514. 5.19122e-13: 8
  515. 5.68562e-13: 15
  516. 6.18002e-13: 10
  517. 6.67442e-13: 10
  518. 7.16882e-13: 10
  519. 7.66322e-13: 8
  520. 8.15763e-13: 6
  521. 8.65203e-13: 7
  522. 9.14643e-13: 5
  523. 9.64083e-13: 8
  524. 1.01352e-12: 9
  525. 1.06296e-12: 8
  526. 1.1124e-12 : 5
  527. 1.16184e-12: 5
  528. 1.21128e-12: 6
  529. 1.26072e-12: 0
  530. 1.31016e-12: 6
  531. 1.3596e-12 : 5
  532. 1.40904e-12: 1
  533. 1.45848e-12: 3
  534. 1.50792e-12: 6
  535. 1.55736e-12: 6
  536. 1.6068e-12 : 6
  537. 1.65625e-12: 7
  538. 1.70569e-12: 5
  539. 1.75513e-12: 8
  540. 1.80457e-12: 4
  541. 1.85401e-12: 3
  542. 1.90345e-12: 5
  543. 1.95289e-12: 6
  544. 2.00233e-12: 6
  545. 2.05177e-12: 3
  546. 2.10121e-12: 4
  547. 2.15065e-12: 4
  548. 2.20009e-12: 3
  549. 2.24953e-12: 2
  550. 2.29897e-12: 2
  551. 2.34841e-12: 3
  552. 2.39785e-12: 2
  553. 2.44729e-12: 2
  554. 2.49673e-12: 0
  555. 2.54617e-12: 7
  556. 2.59561e-12: 3
  557. 2.64505e-12: 0
  558. 2.69449e-12: 1
  559.  
  560. [ OK ] FittableRegion.PositiveQuadratic (542 ms)
  561. [ RUN ] FittableRegion.BoundedQuadratic
  562. [ ] min(chi_sq)=1.18417e-05 at val=5.00034
  563. [ ] min(abs(grad))=-36.4408 at val=5.00034
  564. [ ] Will fit 30 --> 5±0 (x=-0.848062) F[0] [0 - 40] in 5 attempts with epsilon=25
  565. [ ] Attempt[0] 30±1.62011e+06 (x=0.523599) F[0] [0 - 40] delta=-25
  566. [ ] Attempt[1] 30±1.62011e+06 (x=0.523599) F[0] [0 - 40] delta=-25
  567. [ ] Attempt[2] 30±1.62011e+06 (x=0.523599) F[0] [0 - 40] delta=-25
  568. [ ] Attempt[3] 30±1.62011e+06 (x=0.523599) F[0] [0 - 40] delta=-25
  569. [ ] Attempt[4] 30±1.62011e+06 (x=0.523599) F[0] [0 - 40] delta=-25
  570. [ ] Will fit 1 variables in 3000 attempts
  571. [ ] val 5±1.62011e+06 (x=-0.848062) F[0] [0 - 40] dist(0,40) epsilon= 34
  572. [ ] Summary:
  573. [ ] val max_delta= 33.2284
  574. 0.302131: ++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++ 1900
  575. 0.906393: ++++ 94
  576. 1.51066 : +++++ 95
  577. 2.11492 : ++++ 78
  578. 2.71918 : +++ 72
  579. 3.32344 : +++ 63
  580. 3.9277 : ++ 54
  581. 4.53197 : ++ 56
  582. 5.13623 : + 36
  583. 5.74049 : + 27
  584. 6.34475 : + 30
  585. 6.94901 : + 29
  586. 7.55328 : + 22
  587. 8.15754 : 16
  588. 8.7618 : + 25
  589. 9.36606 : + 23
  590. 9.97033 : + 23
  591. 10.5746 : 15
  592. 11.1788 : + 20
  593. 11.7831 : 15
  594. 12.3874 : + 21
  595. 12.9916 : + 21
  596. 13.5959 : 10
  597. 14.2002 : + 19
  598. 14.8044 : + 19
  599. 15.4087 : 17
  600. 16.0129 : 14
  601. 16.6172 : 12
  602. 17.2215 : 12
  603. 17.8257 : 15
  604. 18.43 : 10
  605. 19.0343 : 13
  606. 19.6385 : 12
  607. 20.2428 : 8
  608. 20.847 : 11
  609. 21.4513 : 3
  610. 22.0556 : 14
  611. 22.6598 : 12
  612. 23.2641 : 5
  613. 23.8684 : 5
  614. 24.4726 : 8
  615. 25.0769 : 2
  616. 25.6811 : 5
  617. 26.2854 : 7
  618. 26.8897 : 3
  619. 27.4939 : 1
  620. 28.0982 : 5
  621. 28.7025 : 5
  622. 29.3067 : 3
  623. 29.911 : 6
  624. 30.5152 : 4
  625. 31.1195 : 2
  626. 31.7238 : 2
  627. 32.328 : 0
  628. 32.9323 : 1
  629.  
  630. [ OK ] FittableRegion.BoundedQuadratic (430080 ms)
  631. [----------] 9 tests from FittableRegion (458970 ms total)
  632.  
  633. [----------] Global test environment tear-down
  634. [==========] 9 tests from 1 test case ran. (458971 ms total)
  635. [ PASSED ] 9 tests.
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