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Prediction of muscle power in elderly
using functional screening data
Indian Institute of Technology Jodhpur 1
By
Dr Vivek Vijay & Brajesh Shukla
Ageing
What happens when people age?
A. Functional decline
B. Loss of muscle strength and power
C. Falling
2
Old age
fall
statistics
Ageing inWorld - 8.5%
Fall rate in elderly adults – 30-60% [1]
Injury/Death rate – 10-20 % [1]
 Reasons of fall – age, living alone, foot
problem, visual impairment, psychological
status, etc. [1]
3
[1] Rubenstein, L.Z., Falls in older people: epidemiology, risk factors and strategies for
prevention. Age and Ageing, 2006. 35(suppl 2): p. ii37-ii41
Old age
fall
statistics
INDIA
Ageing in India - 7.7 % > age 60 [3]
Prediction up to 2050- 19%
Prevalence of fall - 47-53% [4]
[3] Krishnaswamy, B. and U. Gnanasambandam, Falls in older people, India, in
National/ Regional review. 2007, Department of Geriatric Medicine, Madras
Medical College and government General Hospital,Chennai City,Tamil Nadu
State, India. p. 19.
4
Functional
screening
tests
Timed get Up and GoTest (TUG)
One Leg StanceTest (OLS)
Balance ScaleTest (BQT)
Sit to StandTest (STS)
Grip Strength
5
Timed getUp
andGo test
(TUG)
6http://www.strokengine.ca/indepth/tug_indepth/
One leg
stance
(OLS)
7http://www.myhealthyfeed.com/2016/03/19/4-signs-you-are-aging-too-fast/
Balance
quality test
( BQT)
8http://www.myhealthyfeed.com/2016/03/19/4-signs-you-are-aging-too-fast/
5Times sit
to stand test
9
http://www.drdenizdogan.com/2012/03/5-defa-oturup-kalkma-testi.html
Data
collection
• 101 participants (25 females, 76 males)
• Average age 70.099 ± 5.3575 years
• No major medical conditions in last 24
months
• Ethical approval from S.N. Medical
College of Jodhpur
• Collected different functional screening
tests such as OLS, STS,TUG, Gait
Velocity, BQT, Grip strength and
different questionnaire
10
Explanatory
data analysis
Descriptive statistics (numerical summaries):
mean, range, variance, skewness, kurtosis
etc.
 Non-parametric tests were used to check
the normality of data.
Graphical methods:
I. frequency distribution histograms
II. scatter plots
III.Normal probability plots
11
Bagging
( Bootstrap
aggregating)
 It is an ensemble method: a method of combining
multiple predictors. Used most commonly to provide a
measure of accuracy of a parameter estimate,
especially when the data set is small
12
An example
X=(3.12, 0, 1.57,
19.67, 0.22, 2.20)
Mean=4.46
X1=(1.57,0.22,19.67,
0,0,2.2,3.12)
Mean=4.13
X2=(0, 2.20, 2.20,
2.20, 19.67, 1.57)
Mean=4.64
X3=(0.22, 3.12,1.57,
3.12, 2.20, 0.22)
Mean=1.74
Cross
Validation
Used to estimate test set prediction error
rates associated with a given learning
method to evaluate its performance.
The data set is divided into k subsets, and the
method is repeated k times.
Each time, one of the k subsets is used as the
test set and the other k-1 subsets are put
together to form a training set.
Then the average error across all k trials is
computed.
13
Previous
works
(Takai etAll)
Sit-to-standTest to Evaluate Knee Extensor Muscle Size and
Strength in the Elderly: A Novel Approach– Takai et. Al
(2009) [5]
 The authors used an equation to estimate muscle power in
a 5 time sit to stand
 The variables used in the power equation were leg length,
body weight, and the time to complete the 5 STS
 Power=
𝐿−0.4 × 𝐵𝑜𝑑𝑦 𝑚𝑎𝑠𝑠 ×5𝑔
𝑡𝑖𝑚𝑒 𝑆𝑇𝑆
14
Previous
works
(Smith et.All)
Simple equations to predict concentric lower-body
muscle power in older adults using the 30-second
chair-rise test: a pilot study – Smith et. Al (2010) [6]
 Two variable equation - body weight and number
of stands completed in 30 sec
 Y= B0+B1X1+B2X2+B3X3+B4X4+Error
 X1 – no of stands, X2 – weight, X3 – femur length,
X4 – gender
 X3 and X4 do not contribute significantly
15
Prediction
of muscle
power
Linear regression to predict muscle power in
elderly using functional screening data
 Linear regression to develop a predictive model
for muscle power
 Five features – BMI, Gait velocity, STS,TUG, Grip
strength
Y= B0+B1X1+B2X2+B3X3+B4X4+ B5X5+Error
 X1 – BMI, X2 – GaitVelocity, X3 – STS, X4 –TUG,
X5- Grip strength
16
Prediction
of muscle
power
Estimation of parameters
 Y= 1.8657+2.3440X1+17.67X2-3.8458X3+0.8633X4+
2.040X5+Error
 X1 – BMI, X2 – GaitVelocity, X3 – STS, X4 –TUG,
X5- Grip strength
 R
2
= 0.7509 F statistics=44.01 P value=0.0000
17
Residual
Analysis
The linear regression model
Y= B0+B1X1+B2X2+B3X3+B4X4+Error
The residuals are defined as the n difference.
The random departures ( residuals) are
assumed
i. To have zero mean
ii. To have a constant variance
iii. Independent and follow a
normal distribution.
18
Prediction
of muscle
power
Regression to predict muscle power in elderly using
functional screening data
 Improving result by adding non-linearity of STS.
 Y= 82.1964+2.4144X1+5.0720X2-10.7678X3+0.1670X3
2
+
0.3995X4+1.9240X5+Error
 R
2
=0.7900, F statistics= 45.1402, P value=0.000
19
-3
-2
-1
0
1
2
3
-60 -40 -20 0 20 40 60
Q-Q Plot of Power Residual
Conclusion
 We use linear regression to predict muscle power
in elderly using functional screening data.
 By predicting muscle power we can easily detect
sarcopenia ( Loss of skeletal muscle mass) in
elderly.
 Sarcopenia is major reason behind functional
decline and fraility in Elderly.
20
Thank you
21
References
[1] Rubenstein, L.Z., Falls in older people: epidemiology, risk factors and strategies for
prevention. Age and Ageing, 2006. 35(suppl 2): p. ii37-ii41
[2] Heinrich, S., et al., Cost of falls in old age: a systematic review. Osteoporosis
International, 2010. 21(6): p. 891-902.
[3] Krishnaswamy, B. and U. Gnanasambandam, Falls in older people, India, in
National/ Regional review. 2007, Department of Geriatric Medicine, Madras Medical
College and government General Hospital, Chennai City,Tamil Nadu State, India. p.
19.
[4] Dsouza, S.A., et al. Falls in Indian older adults: A barrier to active ageing. Asian
Journal of Gerontology and Geriatrices, 2014. 9, 33-40.
[5]Takai,Yohei, et al. "Sit-to-stand test to evaluate knee extensor muscle size and
strength in the elderly: a novel approach." Journal of physiological anthropology 28.3
(2009): 123-128.
[6] Smith, Wesley N., et al. "Simple equations to predict concentric lower-body
muscle power in older adults using the 30-second chair-rise test: a pilot study." Clin
Interv Aging 5.5 (2010): 173-180.
22

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Prediction Of Muscle Power In Elderly Using Functional Screening Data

  • 1. Prediction of muscle power in elderly using functional screening data Indian Institute of Technology Jodhpur 1 By Dr Vivek Vijay & Brajesh Shukla
  • 2. Ageing What happens when people age? A. Functional decline B. Loss of muscle strength and power C. Falling 2
  • 3. Old age fall statistics Ageing inWorld - 8.5% Fall rate in elderly adults – 30-60% [1] Injury/Death rate – 10-20 % [1]  Reasons of fall – age, living alone, foot problem, visual impairment, psychological status, etc. [1] 3 [1] Rubenstein, L.Z., Falls in older people: epidemiology, risk factors and strategies for prevention. Age and Ageing, 2006. 35(suppl 2): p. ii37-ii41
  • 4. Old age fall statistics INDIA Ageing in India - 7.7 % > age 60 [3] Prediction up to 2050- 19% Prevalence of fall - 47-53% [4] [3] Krishnaswamy, B. and U. Gnanasambandam, Falls in older people, India, in National/ Regional review. 2007, Department of Geriatric Medicine, Madras Medical College and government General Hospital,Chennai City,Tamil Nadu State, India. p. 19. 4
  • 5. Functional screening tests Timed get Up and GoTest (TUG) One Leg StanceTest (OLS) Balance ScaleTest (BQT) Sit to StandTest (STS) Grip Strength 5
  • 9. 5Times sit to stand test 9 http://www.drdenizdogan.com/2012/03/5-defa-oturup-kalkma-testi.html
  • 10. Data collection • 101 participants (25 females, 76 males) • Average age 70.099 ± 5.3575 years • No major medical conditions in last 24 months • Ethical approval from S.N. Medical College of Jodhpur • Collected different functional screening tests such as OLS, STS,TUG, Gait Velocity, BQT, Grip strength and different questionnaire 10
  • 11. Explanatory data analysis Descriptive statistics (numerical summaries): mean, range, variance, skewness, kurtosis etc.  Non-parametric tests were used to check the normality of data. Graphical methods: I. frequency distribution histograms II. scatter plots III.Normal probability plots 11
  • 12. Bagging ( Bootstrap aggregating)  It is an ensemble method: a method of combining multiple predictors. Used most commonly to provide a measure of accuracy of a parameter estimate, especially when the data set is small 12 An example X=(3.12, 0, 1.57, 19.67, 0.22, 2.20) Mean=4.46 X1=(1.57,0.22,19.67, 0,0,2.2,3.12) Mean=4.13 X2=(0, 2.20, 2.20, 2.20, 19.67, 1.57) Mean=4.64 X3=(0.22, 3.12,1.57, 3.12, 2.20, 0.22) Mean=1.74
  • 13. Cross Validation Used to estimate test set prediction error rates associated with a given learning method to evaluate its performance. The data set is divided into k subsets, and the method is repeated k times. Each time, one of the k subsets is used as the test set and the other k-1 subsets are put together to form a training set. Then the average error across all k trials is computed. 13
  • 14. Previous works (Takai etAll) Sit-to-standTest to Evaluate Knee Extensor Muscle Size and Strength in the Elderly: A Novel Approach– Takai et. Al (2009) [5]  The authors used an equation to estimate muscle power in a 5 time sit to stand  The variables used in the power equation were leg length, body weight, and the time to complete the 5 STS  Power= 𝐿−0.4 × 𝐵𝑜𝑑𝑦 𝑚𝑎𝑠𝑠 ×5𝑔 𝑡𝑖𝑚𝑒 𝑆𝑇𝑆 14
  • 15. Previous works (Smith et.All) Simple equations to predict concentric lower-body muscle power in older adults using the 30-second chair-rise test: a pilot study – Smith et. Al (2010) [6]  Two variable equation - body weight and number of stands completed in 30 sec  Y= B0+B1X1+B2X2+B3X3+B4X4+Error  X1 – no of stands, X2 – weight, X3 – femur length, X4 – gender  X3 and X4 do not contribute significantly 15
  • 16. Prediction of muscle power Linear regression to predict muscle power in elderly using functional screening data  Linear regression to develop a predictive model for muscle power  Five features – BMI, Gait velocity, STS,TUG, Grip strength Y= B0+B1X1+B2X2+B3X3+B4X4+ B5X5+Error  X1 – BMI, X2 – GaitVelocity, X3 – STS, X4 –TUG, X5- Grip strength 16
  • 17. Prediction of muscle power Estimation of parameters  Y= 1.8657+2.3440X1+17.67X2-3.8458X3+0.8633X4+ 2.040X5+Error  X1 – BMI, X2 – GaitVelocity, X3 – STS, X4 –TUG, X5- Grip strength  R 2 = 0.7509 F statistics=44.01 P value=0.0000 17
  • 18. Residual Analysis The linear regression model Y= B0+B1X1+B2X2+B3X3+B4X4+Error The residuals are defined as the n difference. The random departures ( residuals) are assumed i. To have zero mean ii. To have a constant variance iii. Independent and follow a normal distribution. 18
  • 19. Prediction of muscle power Regression to predict muscle power in elderly using functional screening data  Improving result by adding non-linearity of STS.  Y= 82.1964+2.4144X1+5.0720X2-10.7678X3+0.1670X3 2 + 0.3995X4+1.9240X5+Error  R 2 =0.7900, F statistics= 45.1402, P value=0.000 19 -3 -2 -1 0 1 2 3 -60 -40 -20 0 20 40 60 Q-Q Plot of Power Residual
  • 20. Conclusion  We use linear regression to predict muscle power in elderly using functional screening data.  By predicting muscle power we can easily detect sarcopenia ( Loss of skeletal muscle mass) in elderly.  Sarcopenia is major reason behind functional decline and fraility in Elderly. 20
  • 22. References [1] Rubenstein, L.Z., Falls in older people: epidemiology, risk factors and strategies for prevention. Age and Ageing, 2006. 35(suppl 2): p. ii37-ii41 [2] Heinrich, S., et al., Cost of falls in old age: a systematic review. Osteoporosis International, 2010. 21(6): p. 891-902. [3] Krishnaswamy, B. and U. Gnanasambandam, Falls in older people, India, in National/ Regional review. 2007, Department of Geriatric Medicine, Madras Medical College and government General Hospital, Chennai City,Tamil Nadu State, India. p. 19. [4] Dsouza, S.A., et al. Falls in Indian older adults: A barrier to active ageing. Asian Journal of Gerontology and Geriatrices, 2014. 9, 33-40. [5]Takai,Yohei, et al. "Sit-to-stand test to evaluate knee extensor muscle size and strength in the elderly: a novel approach." Journal of physiological anthropology 28.3 (2009): 123-128. [6] Smith, Wesley N., et al. "Simple equations to predict concentric lower-body muscle power in older adults using the 30-second chair-rise test: a pilot study." Clin Interv Aging 5.5 (2010): 173-180. 22