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Breakdown Point Demonstration
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| # Mean v. Median | |
| # Tim's point (break down point of the mean is 0 and median is 0.5) | |
| x0 <- c(1:10) | |
| mean(x0) | |
| median(x0) | |
| x1 <- c(1:9, 1000) | |
| mean(x1) | |
| median(x1) | |
| x2 <- c(1:8, 1000, 10000) | |
| mean(x2) | |
| median(x2) | |
| x3 <- c(1:7, 1000, 10000, 100000) | |
| mean(x3) | |
| median(x3) | |
| x4 <- c(1:6, 1000, 10000, 100000, 1000000) | |
| mean(x4) | |
| median(x4) | |
| x5 <- c(1:5, 1000, 10000, 100000, 1000000, 10000000) | |
| mean(x5) # breaks down | |
| median(x5) | |
| # Jeff's point (breakdown only happens with positive values) | |
| x6 <- c(1:10) | |
| mean(x6) | |
| median(x6) | |
| x7 <- c(1:9, 1000) | |
| mean(x7) | |
| median(x7) | |
| x8 <- c(1:8, 1000, -1000) | |
| mean(x8) | |
| median(x8) | |
| x9 <- c(1:7, 1000, -1000, 100000) | |
| mean(x9) | |
| median(x9) | |
| x10 <- c(1:6, 1000, -1000, 100000, -100000) | |
| mean(x10) | |
| median(x10) | |
| x11 <- c(1:5, 1000, -1000, 100000, -100000, 1000000) | |
| mean(x11) | |
| median(x11) | |
| x12 <- c(1:4, 1000, -1000, 100000, -100000, 1000000, -1000000) | |
| mean(x12) | |
| median(x12) |
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