This is Dataplot Data File CASTIL13.DAT Men's Age Data--Oldest yearly death age for Swedish men (1905-1958) Engineering Goal--Predict/forecast oldest yearly ages in future Response Variable = oldest yearly death age Number of Observations = 55 Number of Variables per line image = 1 Order of variables per line image-- 1. Response variable = olderst yearly death age Statistical Category--Extreme Value Analysis To read this into Dataplot-- SKIP 25 READ CASTIL13.DAT Y Source--Enrique Castillo (1988). Extreme Value Theory in Engineering. Academic Press, San Diego, California, p. 338-339. Oldest yearly death age for Swedish men (pre-sorted) --------------------------------------------------------------- 101.50 101.69 102.12 102.32 102.54 102.72 102.78 102.92 103.14 103.31 103.38 103.41 103.46 103.53 103.56 103.56 103.77 103.83 103.86 103.94 103.97 104.01 104.12 104.27 104.33 104.37 104.40 104.42 104.46 104.52 104.71 104.85 104.87 105.01 105.01 105.02 105.03 105.19 105.32 105.45 105.64 105.71 105.83 105.86 105.87 105.88 105.98 106.13 106.15 106.15 106.52 107.49 107.89 107.90