| Literature DB >> 30064389 |
Yingying Jiang1, Fan Mao1, Yichong Li2, Jing Liu3, Yan Zhang4, Yong Jiang5, Dong Zhao3, Weiwei Chen6, Stephen Nicholas7,8,9,10, Yong Huo4, Junbo Ge11, Linhong Wang1, Maigeng Zhou12.
Abstract
BACKGROUND: Cardiovascular disease (CVD) is not only the primary cause of death in developed western countries, but also its disease burden is increasing in China. The purpose of constructing population cardiovascular health index is to monitor, compare and evaluate disease burden, influencing factors and prevention and control levels of Chinese population cardiovascular disease in order to provide evidence to improve population cardiovascular health.Entities:
Keywords: Analytical hierarchy process (AHP) model; China cardiovascular health index (CHI); Delphi method; Index system; Monitor; Weight
Mesh:
Year: 2018 PMID: 30064389 PMCID: PMC6069793 DOI: 10.1186/s12889-018-5647-7
Source DB: PubMed Journal: BMC Public Health ISSN: 1471-2458 Impact factor: 3.295
Fig. 1Process of constructing of CHI
Fig. 2Flowchart of Delphi process
Examples of judgment matrices marking
| Probability of premature deaths of total vascular disease | Probability of premature deaths of cerebral apoplexy | Probability of premature deaths of coronary heart disease | |
|---|---|---|---|
| Probability of premature deaths of total vascular disease | 1(a11) | 3(a12) | 5(a13) |
| Probability of premature deaths of cerebral apoplexy | 1/3(a21) | 1(a22) | 3(a23) |
| Probability of premature deaths of coronary heart disease | 1/5(a31) | 1/3(a32) | 1(a33) |
The above scores are not real marks used in AHP for evaluating CHI weights
Marking criteria of each level of the goal tree
| Marks | Relative importance | Interpretation |
|---|---|---|
| 1 | Equal importance | The two contribute the same to the goal. |
| 3 | Slight importance | One is slightly more important than the other based on experience. |
| 5 | Basic importance | One is more important than the other based on experience. |
| 7 | Strong importance | One is strongly more important than the other, and it is proved in practice. |
| 9 | Absolute importance | One is absolutely more important than the other. |
| (2,4,6,8) | The median of two adjacent levels | Adopted for compromising. |
Fig. 3Procedure of AHP
Indices and weights of CHI
| Stair index (dimension) | Secondary index | Number | Index | Weight |
|---|---|---|---|---|
| A. Prevalence of CVD | A1 Probability of premature deaths | A01 | Probability of premature deaths from the total cardiovascular disease | 0.0750 |
| A02 | Probability of premature deaths from cerebral apoplexy | 0.0315 | ||
| A03 | Probability of premature deaths from coronary heart disease | 0.0309 | ||
| A2 Morbidity rate | A04 | Morbidity rate of myocardial infarction | 0.0348 | |
| A05 | Morbidity rate of cerebral apoplexy | 0.0348 | ||
| B. Exposure of risk factors | B1 Behavior | B01 | Smoking rate | 0.0136 |
| B02 | Physical inactivity rate | 0.0083 | ||
| B03 | Salt intake level (g/d) | 0.0071 | ||
| B04 | Insufficient intake rate of vegetable and fruit | 0.0061 | ||
| B2 Metabolic indices | B05 | Overweight rate | 0.0009 | |
| B06 | Obesity rate | 0.0024 | ||
| B07 | Abdominal obese rate | 0.0034 | ||
| B08 | Morbidity rate of hypertension | 0.0216 | ||
| B09 | Morbidity rate of diabetes | 0.0123 | ||
| B10 | Morbidity rate of hyperlipoidemia | 0.0093 | ||
| B3 Concentration of PM2.5 | B11 | Concentration of PM2.5 | 0.0152 | |
| C.Prevention and control of risk factors | C1 Hypertension | C01 | Blood pressure detection rate | 0.0270 |
| C02 | Awareness rate of hypertension | 0.0327 | ||
| C03 | Treatment rate of hypertension | 0.0506 | ||
| C04 | Control rate of hypertension | 0.0684 | ||
| C2 Diabetes | C05 | Blood glucose detection rate | 0.0131 | |
| C06 | Awareness rate of diabetes | 0.0133 | ||
| C07 | Treatment rate of diabetes | 0.0175 | ||
| C08 | Control rate of diabetes | 0.0255 | ||
| C3 Hyperlipoidemia | C09 | Blood lipid detection rate | 0.0121 | |
| C10 | Awareness rate of hyperlipoidemia | 0.0104 | ||
| C11 | Treatment rate of hyperlipoidemia | 0.0148 | ||
| C12 | Control rate of hyperlipoidemia | 0.0204 | ||
| C4 Successful smoking cessation rate | C13 | Successful smoking cessation rate | 0.0596 | |
| D. Treatment of CVD | D1 Treatment ability | D01 | Number of doctors at cardiovascular department and neurology department | 0.0101 |
| D02 | Number of catheter room | 0.0053 | ||
| D03 | Number of ambulance | 0.0067 | ||
| D04 | Number of beds at cardiovascular department and neurology department | 0.0079 | ||
| D05 | Number of chest pain center | 0.0058 | ||
| D06 | Number of stroke center | 0.0056 | ||
| D2 Treatment procedure | D07 | Proportion of primary PCI on total PCI procedures among STEMI patients | 0.0054 | |
| D08 | Proportion of thrombolysis among ischemic stroke patients | 0.0047 | ||
| D09 | Proportion of STEMI patients receiving reperfusion therapy | 0.0060 | ||
| D10 | Proportion of AMI patients receiving guideline-recommended drug therapies | 0.0057 | ||
| D11 | Hospitalization rate of AMI and cerebral apoplexy | 0.0194 | ||
| D3 Treatment outcome | D12 | In-hospital mortality of AMI patients | 0.0203 | |
| D13 | In-hospital mortality of cerebral apoplexy patients | 0.0203 | ||
| D14 | Out-of-hospital death of AMI and cerebral apoplexy to total death of cardiovascular and cerebrovascular diseases | 0.0227 | ||
| D15 | Death of AMI and cerebral apoplexy to total death | 0.0351 | ||
| E. Public health policy and service ability | E1 Policy | E01 | Intervention policy of risk factors | 0.0245 |
| E02 | Security policy of chronic diseases | 0.0274 | ||
| E2 Health expenditure | E03 | Proportion of government input on CVD | 0.0142 | |
| E04 | Use of medicine interfering risks | 0.0160 | ||
| E3 Residents’ health literacy level | E05 | Residents’ health literacy level | 0.0291 | |
| E4 System construction of prevention and control | E06 | Availability of affordable basic technologies and essential medicines | 0.0160 | |
| E07 | Number of CDC professionals | 0.0056 | ||
| E08 | Number of General practitioners | 0.0130 |
| Taking the smoking rate as an example of the calculation: |