| Literature DB >> 26574745 |
Aleksandra Torbica1, Aldo Pietro Maggioni2, Simone Ghislandi1,3.
Abstract
OBJECTIVE: This research sought to assess whether and to what extent the ongoing economic crisis in Italy impacted hospitalizations, in-hospital mortality and expenditures associated with acute myocardial infarction (AMI).Entities:
Mesh:
Year: 2015 PMID: 26574745 PMCID: PMC4648494 DOI: 10.1371/journal.pone.0142810
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Acute Myocardial Infarction in Italy: descriptive statistics and trends of the main variables .
| Mean for2009 & 2010 | Mean for2011 & 2012 | P-value | |
|---|---|---|---|
|
| 222.95 | 216.68 | 0.55 |
|
| 1745.92 | 1683.99 | 0.37 |
|
| 8.25 | 8.15 | 0.51 |
|
| 13.86 | 13.71 | 0.82 |
|
| 6.35 | 6.69 | 0.18 |
|
| 1.39 | 1.58 | 0.02 |
|
| 5464.58 | 5942.14 | 0.000 |
|
| |||
|
| 77.22 | 74.58 | 0.42 |
|
| 145.73 | 142.10 | 0.50 |
|
| 76.56 | 75.46 | 0.69 |
|
| 146.39 | 131.61 | 0.36 |
|
| |||
|
| 1.18 | 1.13 | 0.60 |
|
| 12.53 | 12.72 | 0.76 |
|
| 6.72 | 6.81 | 0.78 |
|
| 6.99 | 7.04 | 0.87 |
a Values are per-hospital per-year.
b T-test for mean differences.
Fig 1The fractional polynomial fit of changes in the outcome quintiles (20) of crisis intensity, with 95% confidence intervals.
Fig 2The actual and predicted % changes in hospitalizations and hospital days, by quintiles of crisis intensity.
Predictions without Crisis Intensity (CI) do not include dummies for the quintiles of CI.
The difference-in-differences analysis of the predicted and actual (in parenthesis) values .
| Control Group | Case Group 1 | Case-Control diff. | Case Group 2 | Case-Control diff. | ||||
|---|---|---|---|---|---|---|---|---|
| 1st + 2nd quintiles of CI | 5th quintile of CI | 4th quintile of CI | ||||||
| Mean Increase2012-2009 | % Increase2012-2009 | Mean Increase2012-2009 | % Increase2012-2009 |
| Mean Increase2012-2009 | % Increase2012-2009 |
| |
|
| -20.47(-20.73) | -0.09(-1.09) | 179.31(197.54) | 12.14(12.38) | <0.001(<0.001) | 68.58(67.00) | 4.74(4.41) | <0.001(0.092) |
|
| 0.09 (0.09) | 1.09 (1.10) | 0.38(0.38) | 5.64(5.67) | <0.001(0.391) | 0.26(0.25) | 3.00(3.01) | <0.001(0.181) |
|
| 0.16(0.16) | 10.4(10.1) | 0.52(0.52) | 46.6(46.5) | <0.001(<0.001) | 0.27(0.26) | 15.51(15.04) | <0.001(0.317) |
|
| ||||||||
|
| -2.17(-2.28) | -0.09(-0.09) | 28.65(28.94) | 13.62(13.63) | <0.001(<0.001) | 6.75(6.23) | 3.40 (3.01) | <0.001(0.133) |
|
| -0.83(-0.90) | -1.03(-1.14) | 12.22 (12.38) | 14.39 (14.61) | <0.001 (<0.001) | 4.10 (3.65) | 6.06 (5.24) | <0.001 (0.089) |
|
| -1.26(-1.37) | -0.08(-0.08) | 16.60(16.56) | 13.27(13.16) | <0.001(<0.001) | 2.90(2.57) | 2.23(1.87) | <0.001(0.215) |
|
| -1.47(-1.47) | -1.73(-1.7) | 7.32 (7.25) | 10.08(10.55) | <0.001(<0.001) | 1.06(0.58) | 1.52 (0.07) | <0.001(0.229) |
|
| -0.68(-0.80) | -0.04(-0.05) | 21.33(21.39) | 15.12(15.05) | <0.001(<0.001) | 5.80(5.64) | 4.52(4.21) | <0.001(0.115) |
|
| ||||||||
|
| -1.60(-0.46) | -9.78(-9.78) | 0.85(0.82) | 8.70(7.90) | <0.001(<0.001) | -0.01 (-0.10) | 0.00(0.50) | <0.001 (0.051) |
|
| -0.17(-0.18) | -18.09(-13.52) | 0.06 (0.07) | 8.81 (6.01) | <0.001 (0.001) | 0.25 (0.25) | 50.00 (26.77) | <0.001 (0.016) |
|
| -1.43(-1.37) | -10.37(-9.34) | 0.79(0.75) | 10.03(8.29) | <0.001(0.001) | -0.28(-0.34) | -2.54(-2.82) | <0.001(0.112) |
|
| -0.87(-0.88) | -11.23(-8.5) | 0.43(0.50) | 10.23(10.91) | <0.001(0.002) | -0.07(-0.09) | -1.21(-0.00) | <0.001(0.060) |
|
| -0.57(-0.69) | -7.52(-11.01) | 0.44(0.32) | 8.70(5.43) | <0.001(0.003) | 0.00(-0.01) | 0.01(-0.00) | <0.001(0.121) |
a The values represent the predictions per hospital per year based on panel-data regressions. Regression for “expenditure” is a linear panel data fixed effect. The others are Poisson random effects. All regressions include 4 quintiles dummies, 3 year-dummies, the interaction between quintiles and years, province-level dummies, the log of the population per year and a private hospital indicator. The actual values from the original data are presented in parentheses.
b The p-value for the t-test on the differences between the mean increase in the case group and the mean increase in the control group.