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Mathematical statistics of points - Basketball. FIBA. Intercontinental Cup (FT)

Graphs of sample (in blue) and basic random variables (probability density)


Quantity of matches (sample size) : 17, period of time : 02-11-2022 - 09-24-2023


Match total

Average per match E = 160.18, variance V = 297.28, SD = 17.24, E/V = 0.54, Min = 137, Max = 191
P1 = 58.8%, draw = 0.0%, P2 = 41.2%, total 0 = 0.0%, over 2.5 = 100.0%, under 2.5 = 0.0%
Basic random variable ~ Normal (Gauss) distribution: N(E, V)

FIBA. Intercontinental Cup: Gaus (Normal) and Total PDF
FIBA. Intercontinental Cup: Gaus (Normal) and Total CDF

Home team points

Average per match E = 84.06, variance V = 341.93, SD = 18.49, E/V = 0.25, Min = 50, Max = 113
Basic random variable ~ Normal (Gauss) distribution: N(E, V)

FIBA. Intercontinental Cup: Gaus (Normal) and Total 1 PDF

Away team points

Average per match E = 76.12, variance V = 289.61, SD = 17.02, E/V = 0.26, Min = 42, Max = 111
Basic random variable ~ Normal (Gauss) distribution: N(E, V)

FIBA. Intercontinental Cup: Gaus (Normal) and Total 2 PDF

Points difference

Average per match E = 7.94, variance V = 965.81, SD = 31.08, E/V = 0.01, Min = -61, Max = 70
Basic random variable ~ Normal (Gauss) distribution: N(E, V)

FIBA. Intercontinental Cup: Gaus (Normal) and Difference PDF
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Monday
03-04-2024
05:30:04 UTC