File:Monte-carlo2.gif
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| Description |
English: Monte Carlo method for finding the area under the curve (integration). The co-ordinates in X and Y directions are randomly varied and compared to the value of the function for each co-ordinate. It can be seen that for increased number of samples the value of the area tends to the ideal 0.5 (the percentage error decreases). Each frame shows the highest error (be negative or positive) selected from 10 repeated runs.
Polski: Metoda Monte Carlo obliczająca pole powierzchni pod krzywą (całkowanie). |
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| Date | ||||
| Source | Own work | |||
| Author | Zureks | |||
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| Date/Time | Thumbnail | Dimensions | User | Comment | |
|---|---|---|---|---|---|
| current | 15:32, 1 February 2011 | | 401 × 395 (32 KB) | Zureks | {{Information |Description ={{en|1=Monte Carlo method for finding the area under the curve (integration). The co-ordinates in X and Y directions are randomly varied and compared to the value of the function for each co-ordinate. It can be seen that for |
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