Description

Stineman et al developed a score for predicting how likely a patient recovering from a stroke will achieve partial functional independence. This can help to identify a patient who may benefit from more aggressive management or a novel therapy. The authors are from the University of Pennsylvania and State University of New York at Buffalo.


 

Assessment: Functional Independence Measure (FIM) with each item graded from 1 (complete dependence) to 7 (complete independence).

 

Parameters:

(1) age

(2) number of days since onset of disability

(3) living circumstances prior to being hospitalized

(4) work status prior to stroke

(5) activities of daily living (ADL) FIM score (8 items with total scores from 8 to 56: eating, grooming, bathing, dressing upper body, dressing lower body, toileting, bladder management, bowel management)

(6) cognitive FIM score (5 items with total scores from 5 to 35 - comprehension, expression, social interaction, problem solving, memory)

(7) mobility FIM score (5 items with total scores from 5 to 35 - bed/chair/wheelchair transfer, toilet transfer, bathing transfer, walking/wheelchair, stairs)

(8) factor for interaction between age and mobility

(9) factor for interaction between age and cognition

Parameter

Finding

Points

age

 

(-0.0948 * (years))

number of days

< 60 days

0

 

>= 60 days

-1.2425

living circumstances

alone

0.2836

 

not alone

0

work status

employed

0.7668

 

homemaker

0.1915

 

not working

0

 

retired

0

ADL score

 

(0.1161 * (ADL score))

cognitive score

 

(-0.1276 * (cognitive score))

mobility score

5 to 8

0

 

9 to 12

0.4284

 

13 to 16

0.6056

 

>= 17

-0.8921

age and mobility

mobility 5 to 8

0

 

mobility 9 to 12

(0.00538 * (years))

 

mobility 13 to 16

(0.00531 * (years))

 

mobility >= 17

(0.0324 * (years))

age and cognition

 

(0.00248 * (years) * (cognitive score))

 

X =

= SUM(points for all 9 parameters) - 0.0682

 

probability of achieving modified or partial functional independence =

= 1 / (1 + EXP((-1) * X))

 


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