ADaM Example.Transitional Probabilities

This is an example of an ADaM dataset designed to capture the reference data describing historical transitional probabiities.

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Row	STRTM1	STRVAL1	STRTM2	STRVAL2	STRTM3	STRVAL3	STRTM3	STRVAL4	STRTM5	STRVAL5	INPRM	INPRMVAL	INPRMU
1	Year	2000	Age	0	Sex	F	TRANSITION TYPE	Init	PRODUCT	Cigarettes	TRANSITION PROBABILITY	0	RATIO / 10 PER 1000
2	Year	2000	Age	1	Sex	F	TRANSITION TYPE	Init	PRODUCT	Cigarettes	TRANSITION PROBABILITY	0	RATIO / 10 PER 1000
3	Year	2000	Age	2	Sex	F	TRANSITION TYPE	Init	PRODUCT	Cigarettes	TRANSITION PROBABILITY	0	RATIO / 10 PER 1000
4	Year	2000	Age	3	Sex	F	TRANSITION TYPE	Init	PRODUCT	Cigarettes	TRANSITION PROBABILITY	0	RATIO / 10 PER 1000
5	Year	2000	Age	4	Sex	F	TRANSITION TYPE	Init	PRODUCT	Cigarettes	TRANSITION PROBABILITY	0	RATIO / 10 PER 1000
6	Year	2000	Age	0	Sex	F	TRANSITION TYPE	Quit	PRODUCT	Cigarettes	TRANSITION PROBABILITY	0.0001	RATIO / 10 PER 1000
7	Year	2000	Age	1	Sex	F	TRANSITION TYPE	Quit	PRODUCT	Cigarettes	TRANSITION PROBABILITY	0.0001	RATIO / 10 PER 1000
8	Year	2000	Age	2	Sex	F	TRANSITION TYPE	Quit	PRODUCT	Cigarettes	TRANSITION PROBABILITY	0.0001	RATIO / 10 PER 1000
9	Year	2000	Age	3	Sex	F	TRANSITION TYPE	Quit	PRODUCT	Cigarettes	TRANSITION PROBABILITY	0.0001	RATIO / 10 PER 1000
10	Year	2000	Age	4	Sex	F	TRANSITION TYPE	Quit	PRODUCT	Cigarettes	TRANSITION PROBABILITY	0.0001	RATIO / 10 PER 1000
11	Year	2000	Age	0	Sex	F	TRANSITION TYPE	Relapse	PRODUCT	Cigarettes	TRANSITION PROBABILITY	0.0001	RATIO / 10 PER 1000
12	Year	2000	Age	1	Sex	F	TRANSITION TYPE	Relapse	PRODUCT	Cigarettes	TRANSITION PROBABILITY	0.0001	RATIO / 10 PER 1000
13	Year	2000	Age	2	Sex	F	TRANSITION TYPE	Relapse	PRODUCT	Cigarettes	TRANSITION PROBABILITY	0.0001	RATIO / 10 PER 1000
14	Year	2000	Age	3	Sex	F	TRANSITION TYPE	Relapse	PRODUCT	Cigarettes	TRANSITION PROBABILITY	0.0001	RATIO / 10 PER 1000
15	Year	2000	Age	4	Sex	F	TRANSITION TYPE	Relapse	PRODUCT	Cigarettes	TRANSITION PROBABILITY	0.0001	RATIO / 10 PER 1000

Dataset Debug Message

There is a duplicate variable (STRTM3) in the dataset.

Dataset Metadata

Dataset	Description	Class	Structure	Purpose	Keys	Location	Documentation

ADXX Variable Metadata

Variable Name	Variable Label	Type	Codelist/Controlled Terms	Core	Notes
STRTM1	Stratum 1	text	Year	Req	populate with the variable descriptor of one of the cell descriptors (either a row identifier or a column identifier) - the left-most column in this example
STRVAL1	Stratum 1 Value	text		Req	populate with the STRTM1 values in the source data (Age in this example)
STRTM2	Stratum 2	text	Sex	Cond	populate with the variable descriptor of one of the cell descriptors (either a row identifier or a column identifier) - the first part of the second column concept in this example
STRVAL2	Stratum 2 Value	text	F	Cond	populate with the STRTM2 values in the source data (F in this example for displayed data)
STRTM3	Stratum 3	text	TRANSITION TYPE	Cond	populate with the variable descriptor of one of the cell descriptors (either a row identifier or a column identifier) - the second part of the second column concept in this example
STRVAL3	Stratum 3 Value	text	Init;Quit;Relapse	Cond	populate with the STRTM3 values in the source data (Transition Type in this example)
STRTM4	Stratum 4	text	PRODUCT	Cond	populate with the variable descriptor of one of the cell descriptors (either a row identifier or a column identifier) - the third part of the second column concept in this example
STRVAL4	Stratum 4 Value	text	Cigarettes	Cond	populate with the STRTM3 values in the source data (Product in this example)
INPRM	Input Parameter	text	TRANSITION PROBABILITY	Req	populate with the concept describing the value in the cell being captured in the dataset. it may come from a spreadsheet tab name, a spreadsheet name, or any desired parameter indentifying value
INPRMVAL	Input Parameter Value	float		Req	populate with the cell value from the referenced data that is being described by the STRMVALy values
INPRMU	Input Parameter Unit	text	RATIO / 10 PER 1000	Perm	populate with the unit describing the cell values if appropriate

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ADaM Example.Transitional Probabilities