Matplotlib Histogramme
Histogram
'n Histogram is 'n grafiek wat frekwensieverdelings aantoon .
Dit is 'n grafiek wat die aantal waarnemings binne elke gegewe interval aandui.
Voorbeeld: Sê jy vra vir die hoogte van 250 mense, jy kan dalk met 'n histogram soos hierdie eindig:
U kan uit die histogram lees dat daar ongeveer:
2 mense van 140 tot 145cm
5 mense van 145 tot 150cm
15 mense van 151 tot 156cm
31 mense van 157 tot 162cm
46 mense van 163 tot 168cm
53 mense van 168 tot 173cm
45 mense van 181cm tot 181cm tot 2
mense van 181cm tot 181cm
van 185 tot 190cm
4 mense van 190 tot 195cm
Skep histogram
In Matplotlib gebruik ons die hist()funksie om histogramme te skep.
Die hist()funksie sal 'n skikking van getalle gebruik om 'n histogram te skep, die skikking word as 'n argument na die funksie gestuur.
Vir eenvoud gebruik ons NumPy om ewekansig 'n skikking met 250 waardes te genereer, waar die waardes rondom 170 sal konsentreer, en die standaardafwyking 10 is. Kom meer te wete oor normale dataverspreiding in ons Masjienleer-tutoriaal .
Voorbeeld
'n Normale dataverspreiding deur NumPy:
import numpy as np
x =
np.random.normal(170, 10, 250)
print(x)
Resultaat:
Dit sal 'n ewekansige resultaat genereer en kan soos volg lyk:
[167.62255766 175.32495609 152.84661337 165.50264047 163.17457988 162.29867872 172.83638413 168.67303667 164.57361342 180.81120541 170.57782187 167.53075749 176.15356275 176.95378312 158.4125473 187.8842668 159.03730075 166.69284332 160.73882029 152.22378865 164.01255164 163.95288674 176.58146832 173.19849526 169.40206527 166.88861903 149.90348576 148.39039643 177.90349066 166.72462233 177.44776004 170.93335636 173.26312881 174.76534435 162.28791953 166.77301551 160.53785202 170.67972019 159.11594186 165.36992993 178.38979253 171.52158489 173.32636678 159.63894401 151.95735707 175.71274153 165.00458544 164.80607211 177.50988211 149.28106703 179.43586267 181.98365273 170.98196794 179.1093176 176.91855744 168.32092784 162.33939782 165.18364866 160.52300507 174.14316386 163.01947601 172.01767945 173.33491959 169.75842718 198.04834503 192.82490521 164.54557943 206.36247244 165.47748898 195.26377975 164.37569092 156.15175531 162.15564208 179.34100362 167.22138242 147.23667125 162.86940215 167.84986671 172.99302505 166.77279814 196.6137667 159.79012341 166.5840824 170.68645637 165.62204521 174.5559345 165.0079216 187.92545129 166.86186393 179.78383824 161.0973573 167.44890343 157.38075812 151.35412246 171.3107829 162.57149341 182.49985133 163.24700057 168.72639903 169.05309467 167.19232875 161.06405208 176.87667712 165.48750185 179.68799986 158.7913483 170.22465411 182.66432721 173.5675715 176.85646836 157.31299754 174.88959677 183.78323508 174.36814558 182.55474697 180.03359793 180.53094948 161.09560099 172.29179934 161.22665588 171.88382477 159.04626132 169.43886536 163.75793589 157.73710983 174.68921523 176.19843414 167.39315397 181.17128255 174.2674597 186.05053154 177.06516302 171.78523683 166.14875436 163.31607668 174.01429569 194.98819875 169.75129209 164.25748789 180.25773528 170.44784934 157.81966006 171.33315907 174.71390637 160.55423274 163.92896899 177.29159542 168.30674234 165.42853878 176.46256226 162.61719142 166.60810831 165.83648812 184.83238352 188.99833856 161.3054697 175.30396693 175.28109026 171.54765201 162.08762813 164.53011089 189.86213299 170.83784593 163.25869004 198.68079225 166.95154328 152.03381334 152.25444225 149.75522816 161.79200594 162.13535052 183.37298831 165.40405341 155.59224806 172.68678385 179.35359654 174.19668349 163.46176882 168.26621173 162.97527574 192.80170974 151.29673582 178.65251432 163.17266558 165.11172588 183.11107905 169.69556831 166.35149789 178.74419135 166.28562032 169.96465166 178.24368042 175.3035525 170.16496554 158.80682882 187.10006553 178.90542991 171.65790645 183.19289193 168.17446717 155.84544031 177.96091745 186.28887898 187.89867406 163.26716924 169.71242393 152.9410412 158.68101969 171.12655559 178.1482624 187.45272185 173.02872935 163.8047623 169.95676819 179.36887054 157.01955088 185.58143864 170.19037101 157.221245 168.90639755 178.7045601 168.64074373 172.37416382 165.61890535 163.40873027 168.98683006 149.48186389 172.20815568 172.82947206 173.71584064 189.42642762 172.79575803 177.00005573 169.24498561 171.55576698 161.36400372 176.47928342 163.02642822 165.09656415 186.70951892 153.27990317 165.59289527 180.34566865 189.19506385 183.10723435 173.48070474 170.28701875 157.24642079 157.9096498 176.4248199 ]
Die hist()funksie sal die skikking lees en 'n histogram produseer:
Voorbeeld
'n Eenvoudige histogram:
import matplotlib.pyplot as plt
import numpy as np
x =
np.random.normal(170, 10, 250)
plt.hist(x)
plt.show()
Resultaat: