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  1. ZADANIE 1
  2. Obliczenia dla zadanych wektorów:
  3. S1 Float64:1.0251881368296672e-10
  4. S2 Float64:-1.5643308870494366e-10
  5. S3 Float64: 0.0
  6. S4 Float64:0.0
  7.  
  8. S1 Float32:-0.4999443
  9. S2 Float32:-0.4543457
  10. S3 Float32: -0.5
  11. S4 Float32:-0.5
  12.  
  13. Po zamianie wektorów:
  14. S1 Float64:-2.6068806756139725e-9
  15. S2 Float64:-2.950400812551379e-9
  16. S3 Float64: -2.7939677238464355e-9
  17. S4 Float64:-2.7939677238464355e-9
  18.  
  19. S1 Float32:-0.4999443
  20. S2 Float32:-0.4543457
  21. S3 Float32: -0.5
  22. S4 Float32:-0.5
  23.  
  24. ZADANIE 2
  25.  
  26. Macierze randomowe matcond(n,c)
  27. n: 5 c: 10^0
  28. rank(A): 5 cond(A): 1.000e+00
  29. ||x_g-x||/||x||:4.0640835625101184e-16
  30. |x_o-x|/|x| promila:1.4895204919483638e-16
  31. n: 5 c: 10^1
  32. rank(A): 5 cond(A): 1.000e+01
  33. ||x_g-x||/||x||:1.719950113979703e-16
  34. |x_o-x|/|x| promila:2.2752801345137457e-16
  35. n: 5 c: 10^3
  36. rank(A): 5 cond(A): 1.000e+03
  37. ||x_g-x||/||x||:3.2378793712512043e-14
  38. |x_o-x|/|x| promila:4.031977868837404e-14
  39. n: 5 c: 10^7
  40. rank(A): 5 cond(A): 1.000e+07
  41. ||x_g-x||/||x||:2.618806509490498e-10
  42. |x_o-x|/|x| promila:1.887266155899674e-10
  43. n: 5 c: 10^12
  44. rank(A): 5 cond(A): 1.000e+12
  45. ||x_g-x||/||x||:1.8003817992107833e-5
  46. |x_o-x|/|x| promila:1.6257280225647e-5
  47. n: 5 c: 10^16
  48. rank(A): 4 cond(A): 1.621e+16
  49. ||x_g-x||/||x||:0.6942637706115011
  50. |x_o-x|/|x| promila:0.6369559565817718
  51. n: 10 c: 10^0
  52. rank(A): 10 cond(A): 1.000e+00
  53. ||x_g-x||/||x||:2.999657430470547e-16
  54. |x_o-x|/|x| promila:2.9790409838967276e-16
  55. n: 10 c: 10^1
  56. rank(A): 10 cond(A): 1.000e+01
  57. ||x_g-x||/||x||:3.845925372767128e-16
  58. |x_o-x|/|x| promila:3.2368285245694683e-16
  59. n: 10 c: 10^3
  60. rank(A): 10 cond(A): 1.000e+03
  61. ||x_g-x||/||x||:7.41210035468934e-15
  62. |x_o-x|/|x| promila:1.6926732725965497e-14
  63. n: 10 c: 10^7
  64. rank(A): 10 cond(A): 1.000e+07
  65. ||x_g-x||/||x||:4.203328697644576e-10
  66. |x_o-x|/|x| promila:4.1300804327589213e-10
  67. n: 10 c: 10^12
  68. rank(A): 10 cond(A): 1.000e+12
  69. ||x_g-x||/||x||:9.963567569252528e-6
  70. |x_o-x|/|x| promila:1.7807011075170512e-5
  71. n: 10 c: 10^16
  72. rank(A): 9 cond(A): 9.715e+15
  73. ||x_g-x||/||x||:0.17721066056261747
  74. |x_o-x|/|x| promila:0.13231755201148673
  75. n: 20 c: 10^0
  76. rank(A): 20 cond(A): 1.000e+00
  77. ||x_g-x||/||x||:6.78962879315599e-16
  78. |x_o-x|/|x| promila:5.266250202865052e-16
  79. n: 20 c: 10^1
  80. rank(A): 20 cond(A): 1.000e+01
  81. ||x_g-x||/||x||:5.779561311678614e-16
  82. |x_o-x|/|x| promila:4.0943002132167223e-16
  83. n: 20 c: 10^3
  84. rank(A): 20 cond(A): 1.000e+03
  85. ||x_g-x||/||x||:8.3345145680698e-15
  86. |x_o-x|/|x| promila:1.5660836050922383e-14
  87. n: 20 c: 10^7
  88. rank(A): 20 cond(A): 1.000e+07
  89. ||x_g-x||/||x||:9.071282657948125e-11
  90. |x_o-x|/|x| promila:1.0664305324712467e-10
  91. n: 20 c: 10^12
  92. rank(A): 20 cond(A): 1.000e+12
  93. ||x_g-x||/||x||:3.4271721890648195e-5
  94. |x_o-x|/|x| promila:3.595760054180711e-5
  95. n: 20 c: 10^16
  96. rank(A): 19 cond(A): 5.043e+15
  97. ||x_g-x||/||x||:0.034356624813563705
  98. |x_o-x|/|x| promila:0.06885423561204315
  99.  
  100. Macierze hilberta hilb(n)
  101. n: 2
  102. rank(A): 2, cond(A): 1.928e+01
  103. ||x_g-x||/||x||:5.661048867003676e-16
  104. ||x_o-x||/||x||:1.4043333874306803e-15
  105. n: 3
  106. rank(A): 3, cond(A): 5.241e+02
  107. ||x_g-x||/||x||:8.022593772267728e-15
  108. ||x_o-x||/||x||:0.0
  109. n: 4
  110. rank(A): 4, cond(A): 1.551e+04
  111. ||x_g-x||/||x||:4.4515459601812086e-13
  112. ||x_o-x||/||x||:4.0996530221808757e-13
  113. n: 5
  114. rank(A): 5, cond(A): 4.766e+05
  115. ||x_g-x||/||x||:1.6828426299227195e-12
  116. ||x_o-x||/||x||:3.2543043465682462e-12
  117. n: 6
  118. rank(A): 6, cond(A): 1.495e+07
  119. ||x_g-x||/||x||:2.618913302311624e-10
  120. ||x_o-x||/||x||:1.2883031376157472e-10
  121. n: 7
  122. rank(A): 7, cond(A): 4.754e+08
  123. ||x_g-x||/||x||:1.1328142969056265e-8
  124. ||x_o-x||/||x||:4.032805581748429e-9
  125. n: 8
  126. rank(A): 8, cond(A): 1.526e+10
  127. ||x_g-x||/||x||:1.5829979897374446e-7
  128. ||x_o-x||/||x||:4.73672307652826e-7
  129. n: 9
  130. rank(A): 9, cond(A): 4.932e+11
  131. ||x_g-x||/||x||:9.390769524774878e-6
  132. ||x_o-x||/||x||:1.433221949678536e-5
  133. n: 10
  134. rank(A): 10, cond(A): 1.602e+13
  135. ||x_g-x||/||x||:0.00010722274297833791
  136. ||x_o-x||/||x||:0.0002552291736870214
  137. n: 11
  138. rank(A): 11, cond(A): 5.224e+14
  139. ||x_g-x||/||x||:0.0034291876077933874
  140. ||x_o-x||/||x||:0.008272388937184324
  141. n: 12
  142. rank(A): 11, cond(A): 1.734e+16
  143. ||x_g-x||/||x||:0.15187091684024712
  144. ||x_o-x||/||x||:0.26329832655148755
  145. n: 13
  146. rank(A): 11, cond(A): 1.152e+18
  147. ||x_g-x||/||x||:2.076284463662164
  148. ||x_o-x||/||x||:1.6394342774716664
  149. n: 14
  150. rank(A): 12, cond(A): 6.061e+17
  151. ||x_g-x||/||x||:12.87993770619421
  152. ||x_o-x||/||x||:27.030176488679782
  153. n: 15
  154. rank(A): 12, cond(A): 6.504e+17
  155. ||x_g-x||/||x||:9.800630209388922
  156. ||x_o-x||/||x||:32.67484762379888
  157. n: 16
  158. rank(A): 12, cond(A): 3.499e+17
  159. ||x_g-x||/||x||:5.656351931681862
  160. ||x_o-x||/||x||:6.880132233688196
  161. n: 17
  162. rank(A): 12, cond(A): 5.047e+17
  163. ||x_g-x||/||x||:1.9404955954677465
  164. ||x_o-x||/||x||:4.230154728971687
  165. n: 18
  166. rank(A): 12, cond(A): 1.019e+18
  167. ||x_g-x||/||x||:9.145697825724167
  168. ||x_o-x||/||x||:18.835003944216588
  169. n: 19
  170. rank(A): 13, cond(A): 1.133e+18
  171. ||x_g-x||/||x||:17.40345631318777
  172. ||x_o-x||/||x||:10.509942542100593
  173. n: 20
  174. rank(A): 13, cond(A): 2.538e+18
  175. ||x_g-x||/||x||:53.10656030160923
  176. ||x_o-x||/||x||:39.73518807228086
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