Coincidence Analysis (CNA):
A method to identify conditions influencing implementation
Deborah Cragun, PhD, MS University of South Florida College of Public Health dcragun@health.usf.edu Alanna Kulchak Rahm, PhD, MS Geisinger Health Systems
Coincidence Analysis (CNA): A method to identify conditions - - PowerPoint PPT Presentation
Coincidence Analysis (CNA): A method to identify conditions influencing implementation Deborah Cragun, PhD, MS University of South Florida College of Public Health dcragun@health.usf.edu Alanna Kulchak Rahm, PhD, MS Geisinger Health Systems
Deborah Cragun, PhD, MS University of South Florida College of Public Health dcragun@health.usf.edu Alanna Kulchak Rahm, PhD, MS Geisinger Health Systems
Inferential Statistics: Path Modeling
probability of dependent variable (holding other variables constant) Configurational Comparative Methods: Coincidence Analysis
factors (conditions) may be needed for an outcome
Home Fire
Faulty electrical AND nearby couch
AND other key conditions also make a difference
Inferential Statistics: Path Modeling
probability of dependent variable (holding other variables constant) Configurational Comparative Methods: Coincidence Analysis
may be needed for an outcome
paths to the same outcome
Home Fire
More than
Together flame source AND nearby fuel
are minimally necessary and sufficient to start fire
Inability to detect OR put out
fire then leads to house fire
Home Fire CNA identifies ONLY conditions that make a difference among observed cases Presence of oxygen is necessary but not a difference maker Detect & put out Fuel Source
Determine research question Select cases Conduct CNA Collect data
Implementation Strategies Outcome
Successful Implementation
Contextual Factors
Qualitative - interview transcripts Quantitative - scale measures
Determine research question & design
and calibrate scores
truth table
Select cases Collect data
Implementation Strategies
held multiple planning meetings
accessed from LSSN website
Contextual Factors
Home Fire
Fuel = 0 (f) Detect & put out =1 (D) Detect & put out =0 (d) Fuel =1 (F) Source=1 (S) Source = 0 (s)
cna package for R
Q A N E P C I S 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1
Configur
Conditions Outcome Cases Contextual factors Strategies
High quality evidence (Q) Negative attitude of key person (A) Strong communi- cation networks (N) Strong leadership engage- ment (E) Peer pressure (P) Collaborative group holds multiple meetings (C) Informa- tion from LSSN website (I) Successful implement- tation (S) Hospitals (N=30)
c1 1 1 1 1 1 1
LU, UR, SU, OW, NW, AR, AI
c2 1 1 1 1 1
GL, UG, SO, SG, AG
c3 1 1 1 1 1
GR, TG
c4 1 1 1 1 1 1 1
UH
c5 1 1 1 1 1 1
BE
c6 1 1 1 1 1 1
SH
c7 1 1 1 1 1
BL
c8 1 1 1 1
TI
c9 1 1 1
VS
c10 1 1 1 1
FR, EU
c11 1 1 1 1 1
JU
c12 1 1 1
VD, NE, GE, PP
c13 1 1 1
BS, KP, GP
Communication networks = N Leadership engagement = E Negative attitude = A
meetings = C
from LSSN website = I
Successful Implementation = S
Peer pressure = P Evidence quality= Q
Atomic solution formulas:
solution consistency coverage N + a*e <-> C 1 0.947 Outcome S: solution consistency coverage C + E <-> S 1 1.000 C+ a <-> S 1 0.957 N+ a + E <-> S 1 0.957
Complex solution formulas:
consistency coverage C,S (N + a*e <-> C)*(C + E <-> S) 1 0.947 C,S (N + a*e <-> C)*(C + a <-> S) 1 0.947 C,S (N + a*e <-> C)*(N+ a +E<-> S) 1 0.947
Key presence absence
Complex solution formulas:
C,S (N + a*e <-> C)*(C + E <-> S) C,S (N + a*e <-> C)*(a + C <-> S) C,S (N + a*e <-> C)*(a+ N +E<-> S) Collaborative & Multiple Meetings (C) Successful Implementation (S) Strong Communication Networks
+
+
Model ambiguity
N Negative Attitude – Key Person Strong Leadership Engagement a*e C E
Complex solution formulas:
C,S (N + a*e <-> C)*(C + E <-> S) C,S (N + a*e <-> C)*(C + a <-> S) C,S (N + a*e <-> C)*(N+ a +E<-> S) Collaborative & Multiple Meetings Successful Implementation Strong Communication Networks
Strong Leadership Engagement Negative Attitude – Key Person
Model ambiguity
Key presence absence
Complex solution formulas:
C,S (N + a*e <-> C)*(C + E <-> S) C,S (N + a*e <-> C)*(C + a <-> S) C,S (N + a*e <-> C)*(N + a +E<-> S) Successful Implementation Strong Communication Networks
Collaborative & Multiple Meetings
Model ambiguity
Strong Leadership Engagement Negative Attitude – Key Person Key presence absence
Complex solution formulas:
consistency coverage C,S (N + a*e <-> C)*(C + E <-> S) 1 0.947 C,S (N + a*e <-> C)*(C + a <-> S) 1 0.947 C,S (N + a*e <-> C)*(N+ a +E<-> S) 1 0.947
Atomic solution formulas:
solution consistency coverage N + a*e <-> C 1 0.947 Outcome S: solution consistency coverage C + E <-> S 1 1.000 C + a <-> S 1 0.957 N + a + E <-> S 1 0.957
Determine research question & design
and calibrate scores
results
Select cases Collect data
Configur- ation
Conditions
Outcome Cases Contextual factors Strategies
Negative attitude of key person (A) Strong communi- cation networks (N) Strong leadership engage- ment (E) Collaborative group holds multiple meetings (C) Successful implement- tation (S) Hospitals (N=30)
c1 1 1 1 1
LU, UR, SU, OW, NW, AR, AI
c2 1 1 1
GL, UG, SO, SG, AG
c3 1 1 1 1
GR, TG
c4 1 1 1 1
UH
c5 1 1 1 1 1
BE
c6 1 1 1 1
SH
c7 1 1 1
BL
c8 1 1
TI
c9 1 1
VS
c10 1 1
FR, EU
c11 1 1 1
JU
c12 1
VD, NE, GE, PP
c13 1
BS, KP, GP