# x y ###################################################################### ################ file README : #################################### ###################################################################### # The data consist of 2001 observations taken from a balloon about 30 kilometres # above the surface of the earth. In the section of the flight shown here the # balloon increases in height. As radiation increases with height there is a # non-decreasing trend in the data. The outliers are caused by the fact that the # balloon slowly rotates, causing the ropes from which the measuring instrument # is suspended to cut off the direct radiation from the sun. The first column # contains the raw data, the second column the residuals after the removal of a # non-decreasing trend. # Reference: # Davies, L. and Gather, U. (1993), "The Identification of Multiple # Outliers" (discussion paper), to appear in JASA. # Mailing address: Laurie Davies # Universitaet-Gesamthochschule Essen # Fachbereich 6 Mathematik # Universitaetsstrasse 3 # D-4300 Essen 1 # Germany ###################################################################### #################### data file : ################################### ###################################################################### 1.760 0.000 1.760 0.000 1.760 0.000 1.760 0.000 1.740 -0.020 1.720 -0.040 1.680 -0.082 1.680 -0.091 1.760 -0.019 1.840 0.055 1.840 0.049 1.860 0.063 1.860 0.058 1.880 0.072 1.880 0.066 1.840 0.021 1.760 -0.063 1.660 -0.167 1.760 -0.072 1.820 -0.017 1.780 -0.060 1.840 -0.003 1.880 0.033 1.940 0.090 1.940 0.087 1.900 0.045 1.900 0.042 1.920 0.060 1.920 0.058 1.920 0.056 1.940 0.073 1.940 0.071 1.920 0.049 1.960 0.087 1.660 -0.215 1.920 0.043 1.940 0.062 1.920 0.040 1.860 -0.022 1.760 -0.123 1.800 -0.084 1.860 -0.026 1.940 0.053 1.940 0.052 1.900 0.011 1.920 0.029 1.920 0.028 1.940 0.047 1.920 0.026 1.920 0.025 1.940 0.044 1.920 0.022 1.960 0.060 2.000 0.098 1.940 0.036 1.920 0.014 1.940 0.032 1.920 0.010 1.800 -0.112 1.780 -0.134 1.780 -0.136 1.860 -0.058 1.920 0.000 1.940 0.018 1.940 0.017 1.960 0.036 1.960 0.034 1.960 0.033 1.960 0.032 1.960 0.031 1.960 0.030 1.940 0.009 1.940 0.008 1.920 -0.013 1.880 -0.054 1.860 -0.075 1.800 -0.136 1.800 -0.137 1.840 -0.098 1.680 -0.258 1.880 -0.059 1.920 -0.020 1.960 0.020 1.960 0.019 1.940 -0.002 1.960 0.018 2.000 0.057 2.000 0.057 1.980 0.037 1.000 -0.944 1.940 -0.004 1.960 0.015 1.960 0.014 1.960 0.014 1.960 0.014 1.940 -0.007 1.940 -0.007 1.940 -0.008 1.940 -0.008 1.960 0.012 1.960 0.011 1.960 0.011 1.960 0.010 1.960 0.010 1.960 0.009 1.960 0.009 1.960 0.008 1.960 0.007 1.960 0.007 1.960 0.006 1.960 0.006 1.960 0.005 1.960 0.005 1.980 0.025 1.960 0.004 1.960 0.004 2.000 0.043 2.020 0.063 1.980 0.022 1.960 0.002 1.980 0.021 1.960 0.001 1.920 -0.040 1.740 -0.220 1.800 -0.161 1.860 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