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Table 2 Royston-Parmar model specifications

From: The current application of the Royston-Parmar model for prognostic modeling in health research: a scoping review

Author (year)

Country

Reason for flexible parametric survival model

Relative survival model

Number of interior knots (i.e., df-1)

Expressed as knots or degrees of freedom?

Placement of knots

Sensitivity analysis for knots

Scale used

Software (command)

Candidate variables

Variable selection strategy

Variables in final model

Andersson et al. (2014) [34]

Sweden

Prognostic model

Yes, cure model

5

Degrees of freedom

Evenly spaced

Not stated

PH

Stata (stpm2)

4

Not stated

4

Baade et al. (2015) [33]

Australia

Prognostic model

Yes

6

Degrees of freedom

Not stated

Not stated

PH

Stata (stpm2)

3

Not stated

3

Baade et al. (2015) [41]

Australia

Prognostic model

No

2

Degrees of freedom

Not stated

Compared models with varying number of knots on the PH, PO, and probit scales using BIC

Probit

Stata (stpm2)

9

Backwards selection

6

Castillo et al. (2013) [38]

United States of America

Prognostic model

Yes, cure model

Not stated

N/A

N/A

Not stated

PH

Stata (not stated)

5

Not stated

5

Csordas et al. (2016) [37]

Switzerland

Prognostic model

No

1

Degrees of freedom

Not stated

Not stated

PH

Stata (not stated)

4

Not stated

2

Eyre et al. (2012) [40]

United Kingdom

Complement Cox PH prognostic model

No

Not stated

N/A

N/A

Models compared with AIC; the types of models compared are not described

PH

Stata (not stated)

Royston-Parmar model not used for model

Royston-Parmar model not used for model

Royston-Parmar model not used for model

Fox et al. (2014) [32]

United Kingdom

Prognostic model

No

Not stated

N/A

N/A

Not stated

PH

Stata (stpm2)

10

Backwards selection

10

Li et al. (2016) [39]

United Kingdom

Prognostic model

No

2

Knots

Not stated

Compared models with 0 to 4 knots on the PH, PO, and probit scales using AIC

PH

Stata (stpm2)

17

Backwards selection

6

Miladinovic et al. (2012) [30]

United States of America

Prognostic model

No

1

Knots

Evenly spaced

Compared models with 0 to 5 knots on the PH, PO, and probit scales using AIC, BIC, and R2

Probit

Stata (not stated)

1

Not stated

1

Myklebust et al.(2016) [31]

Norway

Prognostic model

Yes

4

Degrees of freedom

Evenly spaced

Not stated

PH

Not stated

3

Not stated

3

Ramezani Tehrani et al. (2016) [35]

Iran

Prognostic model

No

1

Degrees of freedom

Not stated

Compared model with 2 knots on PH scale versus model 1 knot on PO scale using AIC

PO

Stata (not stated)

4

Forward selection

2

Sanchis et al. (2014) [36]

Spain

Complement Cox PH prognostic model

No

Not stated

N/A

N/A

Not stated

PH

Stata (not stated)

Royston-Parmar model not used for model

Royston-Parmar model not used for model

Royston-Parmar model not used for model