140-year Data Set

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MML
Segmentation
Data:
  
96-years
1918-'99
140-years
Abstract

L. J. Fitzgibbon, L. Allison & D. L. Dowe. Minimum message length grouping of ordered data. Proc. 11th Int. Workshop on Algorithmic Learning Theory (ALT'2000) pp56-70, Sydney, LNCS V1968, Springer-Verlag, December 2000.

140-year data set, 1860-1999, <serial-number,level(feet)>:

1.0000000000000000e+00   5.8329999999999995e+02
2.0000000000000000e+00   5.8350000000000000e+02
3.0000000000000000e+00   5.8320000000000005e+02
4.0000000000000000e+00   5.8260000000000002e+02
5.0000000000000000e+00   5.8220000000000005e+02
6.0000000000000000e+00   5.8210000000000002e+02
7.0000000000000000e+00   5.8170000000000005e+02
8.0000000000000000e+00   5.8220000000000005e+02
9.0000000000000000e+00   5.8160000000000002e+02
1.0000000000000000e+01   5.8210000000000002e+02
1.1000000000000000e+01   5.8270000000000005e+02
1.2000000000000000e+01   5.8279999999999995e+02
1.3000000000000000e+01   5.8150000000000000e+02
1.4000000000000000e+01   5.8220000000000005e+02
1.5000000000000000e+01   5.8229999999999995e+02
1.6000000000000000e+01   5.8210000000000002e+02
1.7000000000000000e+01   5.8360000000000002e+02
1.8000000000000000e+01   5.8270000000000005e+02
1.9000000000000000e+01   5.8250000000000000e+02
2.0000000000000000e+01   5.8150000000000000e+02
2.1000000000000000e+01   5.8210000000000002e+02
2.2000000000000000e+01   5.8220000000000005e+02
2.3000000000000000e+01   5.8260000000000002e+02
2.4000000000000000e+01   5.8329999999999995e+02
2.5000000000000000e+01   5.8310000000000002e+02
2.6000000000000000e+01   5.8329999999999995e+02
2.7000000000000000e+01   5.8370000000000005e+02
2.8000000000000000e+01   5.8289999999999998e+02
2.9000000000000000e+01   5.8229999999999995e+02
3.0000000000000000e+01   5.8179999999999995e+02
3.1000000000000000e+01   5.8160000000000002e+02
3.2000000000000000e+01   5.8089999999999998e+02
3.3000000000000000e+01   5.8100000000000000e+02
3.4000000000000000e+01   5.8129999999999995e+02
3.5000000000000000e+01   5.8139999999999998e+02
3.6000000000000000e+01   5.8020000000000005e+02
3.7000000000000000e+01   5.8000000000000000e+02
3.8000000000000000e+01   5.8085000000000002e+02
3.9000000000000000e+01   5.8083000000000004e+02
4.0000000000000000e+01   5.8110000000000002e+02
4.1000000000000000e+01   5.8070000000000005e+02
4.2000000000000000e+01   5.8110000000000002e+02
4.3000000000000000e+01   5.8083000000000004e+02
4.4000000000000000e+01   5.8082000000000005e+02
4.5000000000000000e+01   5.8150000000000000e+02
4.6000000000000000e+01   5.8160000000000002e+02
4.7000000000000000e+01   5.8150000000000000e+02
4.8000000000000000e+01   5.8160000000000002e+02
4.9000000000000000e+01   5.8179999999999995e+02
5.0000000000000000e+01   5.8110000000000002e+02
5.1000000000000000e+01   5.8050000000000000e+02
5.2000000000000000e+01   5.8000000000000000e+02
5.3000000000000000e+01   5.8070000000000005e+02
5.4000000000000000e+01   5.8129999999999995e+02
5.5000000000000000e+01   5.8070000000000005e+02
5.6000000000000000e+01   5.8000000000000000e+02
5.7000000000000000e+01   5.8110000000000002e+02
5.8000000000000000e+01   5.8187000000000000e+02
5.9000000000000000e+01   5.8190999999999997e+02
6.0000000000000000e+01   5.8129999999999995e+02
6.1000000000000000e+01   5.8100000000000000e+02
6.2000000000000000e+01   5.8050000000000000e+02
6.3000000000000000e+01   5.8060000000000002e+02
6.4000000000000000e+01   5.7979999999999995e+02
6.5000000000000000e+01   5.7960000000000002e+02
6.6000000000000000e+01   5.7849000000000001e+02
6.7000000000000000e+01   5.7849000000000001e+02
6.8000000000000000e+01   5.7960000000000002e+02
6.9000000000000000e+01   5.8060000000000002e+02
7.0000000000000000e+01   5.8229999999999995e+02
7.1000000000000000e+01   5.8118259397223153e+02
7.2000000000000000e+01   5.7911210633254314e+02
7.3000000000000000e+01   5.7858626820182860e+02
7.4000000000000000e+01   5.7868486285133758e+02
7.5000000000000000e+01   5.7799470030477471e+02
7.6000000000000000e+01   5.7858626820182860e+02
7.7000000000000000e+01   5.7865199796816785e+02
7.8000000000000000e+01   5.7861913308499823e+02
7.9000000000000000e+01   5.7957221469691831e+02
8.0000000000000000e+01   5.7993372841178461e+02
8.1000000000000000e+01   5.7930929563156110e+02
8.2000000000000000e+01   5.7904637656620378e+02
8.3000000000000000e+01   5.8013091771080258e+02
8.4000000000000000e+01   5.8144551303758874e+02
8.5000000000000000e+01   5.8078821537419572e+02
8.6000000000000000e+01   5.8098540467321368e+02
8.7000000000000000e+01   5.8095253979004394e+02
8.8000000000000000e+01   5.8108399932272255e+02
8.9000000000000000e+01   5.8082108025736534e+02
9.0000000000000000e+01   5.7967080934642729e+02
9.1000000000000000e+01   5.7986799864544525e+02
9.2000000000000000e+01   5.8154410768709772e+02
9.3000000000000000e+01   5.8262864883169652e+02
9.4000000000000000e+01   5.8210281070098199e+02
9.5000000000000000e+01   5.8164270233660670e+02
9.6000000000000000e+01   5.8141264815441912e+02
9.7000000000000000e+01   5.8045956654249915e+02
9.8000000000000000e+01   5.7983513376227563e+02
9.9000000000000000e+01   5.7891491703352517e+02
1.0000000000000000e+02   5.7884918726718581e+02
1.0100000000000000e+02   5.8095253979004394e+02
1.0200000000000000e+02   5.7993372841178461e+02
1.0300000000000000e+02   5.7963794446325767e+02
1.0400000000000000e+02   5.7861913308499823e+02
1.0500000000000000e+02   5.7769891635624788e+02
1.0600000000000000e+02   5.7875059261767683e+02
1.0700000000000000e+02   5.7940789028107008e+02
1.0800000000000000e+02   5.8006518794446322e+02
1.0900000000000000e+02   5.8039383677615979e+02
1.1000000000000000e+02   5.8154410768709772e+02
1.1100000000000000e+02   5.8105113443955292e+02
1.1200000000000000e+02   5.8157697257026746e+02
1.1300000000000000e+02   5.8193848628513365e+02
1.1400000000000000e+02   5.8269437859803588e+02
1.1500000000000000e+02   5.8276010836437513e+02
1.1600000000000000e+02   5.8220140535049097e+02
1.1700000000000000e+02   5.8220140535049097e+02
1.1800000000000000e+02   5.8029524212665081e+02
1.1900000000000000e+02   5.8075535049102609e+02
1.2000000000000000e+02   5.8170843210294606e+02
1.2100000000000000e+02   5.8147837792075848e+02
1.2200000000000000e+02   5.8111686420589228e+02
1.2300000000000000e+02   5.8068962072468673e+02
1.2400000000000000e+02   5.8177416186928542e+02
1.2500000000000000e+02   5.8190562140196403e+02
1.2600000000000000e+02   5.8253005418218754e+02
1.2700000000000000e+02   5.8335167626142902e+02
1.2800000000000000e+02   5.8229999999999995e+02
1.2900000000000000e+02   5.8072248560785636e+02
1.3000000000000000e+02   5.8029524212665081e+02
1.3100000000000000e+02   5.8009805282763284e+02
1.3200000000000000e+02   5.8059102607517775e+02
1.3300000000000000e+02   5.8019664747714182e+02
1.3400000000000000e+02   5.8141264815441912e+02
1.3500000000000000e+02   5.8111686420589228e+02
1.3600000000000000e+02   5.8052529630883839e+02
1.3700000000000000e+02   5.8118259397223153e+02
1.3800000000000000e+02   5.8233286488316958e+02
1.3900000000000000e+02   5.8141264815441912e+02
1.4000000000000000e+02   5.7973653911276665e+02
-
Coding Ockham's Razor, L. Allison, Springer

A Practical Introduction to Denotational Semantics, L. Allison, CUP

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© L. Allison   http://www.allisons.org/ll/   (or as otherwise indicated),
Faculty of Information Technology (Clayton), Monash University, Australia 3800 (6/'05 was School of Computer Science and Software Engineering, Fac. Info. Tech., Monash University,
was Department of Computer Science, Fac. Comp. & Info. Tech., '89 was Department of Computer Science, Fac. Sci., '68-'71 was Department of Information Science, Fac. Sci.)
Created with "vi (Linux + Solaris)",  charset=iso-8859-1,  fetched Friday, 19-Apr-2024 13:18:22 AEST.