xgboost: eXtreme Gradient Boosting
This is an introductory document of using the xgboost package in R. xgboost is short for eXtreme Gradient Boosting package. It is an efficient and scalable.
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Extreme gradient boosting (XGBoost) is a state-of-the-art machine learning model that performs well in processing both classification and regression tasks.
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Among the machine learning methods used in practice gradient tree boosting [10]1 is one technique that shines in many applications. Tree boosting has been
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xgboost: Extreme Gradient Boosting
Apr 16 2022 Description Extreme Gradient Boosting
Prediction of fall events during admission using eXtreme gradient
based on eXtreme gradient boosting (XGB) using a data?driven approach to the standardized medical records. This study analyzed a cohort of 639 participants
Implementing Extreme Gradient Boosting (XGBoost) Classifier to
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xgboost: eXtreme Gradient Boosting
Jun 11 2020 This is an introductory document of using the xgboost package in R. xgboost is short for eXtreme Gradient Boosting package.
Scientific Repo
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www.nature.com/scientificreports p rediction of fall events during admission using eXtreme gradient boosting: a comparative validation study Yin- c hen Hsu & Yuan-Hsiung tsaiin identifying patients at risk of falling. this study proposes an automatic fall risk prediction model
models. this machine learning method provided a higher sensitivity than the standard methodDepartment of Neuro-
Rehabilitation, Department of Surgery, cardiovascular medication use, admission from the EmergencyDepartment, and bed rest
practice1 .InTaiwan,theDepart which51.9%resultedin injuries 2 mortality 3 fallrisk 4 validityand reliability 5,6 involved7 offallriskintheUnitedStates
8 Department of Diagnostic Radiology, Chang Gung Memorial Hospital Chiayi Branch, Chiayi, Taiwan.College
of Medicine, Chang Gung University, Taoyuan, Taiwan. Department of Nursing, Chang Gung Memorial HospitalChiayi Branch, Chiayi, Taiwan.
email: russell.tsai@gmail.comVol:.(1234567890)
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Demographics and clinical characteristics.
1 Table 1. mean a ?egeneralizablefactors b ?e P-valuesindicateasigni?cant di?erencebetweenthetwocohorts.?e P squaretest,respectively.CharacteristicsDerivation cohortValidation cohort
P b (N507)(N = 132)
Sex aAge(y)
a 69.3013.7469.32±15.180.988
Admissionday
Source
Department
Surgery,n(%)138(27.22%)37(28.03%)0.853
Other,n(%)6(1.18%)2(1.52%)0.754
Wardtype
Vitalsigns
a a 14.411.9514.36±2.010.794
Musclepower
aActivity
aNormal,n(%)249(49.11%)61(46.21%)0.553
Weak,n(%)207(40.83%)60(45.46%)0.337
Bedrest,n(%)51(10.06%)11(8.33%)0.550
Educationlevel
aMaritalstatus
aSingle,n(%)42(8.28%)8(6.06%)0.398
Married,n(%)421(83.04%)111(84.09%)0.774
Caregiver
aNone,n(%)5(0.99%)1(0.76%)0.808
Family,n(%)464(91.52%)124(93.94%)0.361
Nursingworker,n(%)38(7.49%)7(5.30%)0.381
Ambulatoryaid
aFree,n(%)476(93.89%)121(91.67%)0.360
Caneorwalker,n(%)20(3.94%)4(3.03%)0.624
Wheelchair,n(%)11(2.17%)7(5.30%)0.053
FRID aCNSdrugs,n(%)19(3.75%)11(8.33%)0.027
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www.nature.com/scientificreports/ showninTable 2.?ereweresigni?cantdi?erencesbetweenthefallandnonfallgroupsinthefallriskassessment performance of the prediction models. Table 2presentsthecontingencytableforthepredictionmod-65.0%,respectively).Figure 1presentstheROCcurvesandareasunderthecurves(AUCs)toassesstheoverall
and0.700,respectively;P=0.09).Table 3presentsthesensitivity,speci?city,PPV,NPV,LR+,andLR-ofthetwo calculatedattheoptimalcut-o?value.?e featureset. f eature importance according to XGB. Figure 2showstherankingoffeatureimportanceaccordingto onpredictinginpatientfallevents. Table 2.ModelMFSXGBXGB-GF
Nofall33.21 ± 16.380.4121 ± 0.21520.4099 ± 0.2273 Fall41.63 ± 17.770.5899 ± 0.27910.5852 ± 0.2802 p< 0.01< 0.001< 0.001NoYesSumNoYesSumNoYesSum
Nofall642892692392642892
Fall202040142640152540
Sum844813283491327953132
Figure 1.
ROCcurvesfortheMFSandXGBmodels.
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risk 9-11 MFS 12 actualfallevent. 13 .Tobetterassessthe Table 3. interval;LRScale/modelMFSXGBXGB-GF
Cuto?>45>0.53>0.58
Accuracy(%)63.6471.9767.42
LRFigure 2.
FeatureimportanceoftheXGBmodel.
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www.nature.com/scientificreports/ ?ndingsoncardiovasculardrugsandfallriskareinconformitywiththerecentmeta-analysisbydeVrieset al. 14 15 .Despiteourinherent c onclusionsMethods
Study design and participants.
theregistrationsystemofthepatientsafetycommittee.Patientswhowereunder20 yearsoldandthosewhohad graphicdatawereobtained.Figure 3 showsthe?owchartofthestudy.Morse fall scale (M
f S). group 9Development of XGB.
Chenet al.demonstratedtherobustpowerofXGBsystemtocontrolover-?tting inavarietyofdataminingchallenges 16XGBinthiswork.
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www.nature.com/scientificreports/ extracteddatasetareshowninTable 1. feature 17Statistical analysis.
Smirnovtest).Datawerereportedasthemean
index 18 .ROCcurveswerecom paredusingthemethoddescribedbyDeLonget al. 19 bya2 +),andnegativelikelihood ratio(LR-) 20 P0.05indicatesstatistical
signi?cance. e thics approval and consent to participate. participantsinthemanuscript. c onsent for publication.Notrequired.
Data availability
Received: 14 March 2020; Accepted: 15 September 2020References
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Figure 3.
Flowdiagram.
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www.nature.com/scientificreports/ 2.Taiwan Patient Safety Reporting System Annual Report,https://www.patientsafety.mohw.gov.tw/Content/Downloads/List0
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