-The Epidemiologic Problem-Oriented Approach (EPOA):
Is a methodology that facilitates the development of systematic and structured knowledge bases in epidemiologic modeling was used to gather the fundamental information and data that are used in the variable and parameter estimations and analysis (biological, mathematical, statistical, and computer simulations) used for risk assessments and modeling. The methodology is very useful and essential in the collection and analysis of epidemiological information and data. The EPOA comprises two basic steps: problem identification and problem solving. Using the EPOA, a knowledgebase was developed after reviewing several different published literature, and the data was collected from different sources [24-26].
The QRA methods are extensions of standard statistical and epidemiological methods [27], which are expressed numerically and enable one to evaluate the likelihood and consequences of an adverse event occurring [28]. In a QRA, each parameter requires to be described and scientific evidence presented for the justification of the parameter estimates. A QRA was developed to examine the likelihood of poultry infected with the HPAI-H5N1 virus due to failure of mitigation strategies of vaccination, passive and active surveillance. This had been applied and stratified by six epidemic waves (EW1-EW6) from 2006 to 2016, in the Menoufia Governorate, Egypt. This QRA model relied on outbreaks daily data collected by national authorities stratified by six epidemic waves that occurred in this period. The quantified parameter input values were presented in terms of probability distributions: total number of poultry affected; non-infected poultry; and prevalence rates.
The risk pathway (Scenario Tree) presented in Figure 1, consists of a sequence of specific events and for each node or event a specific question related to the risk of transmission of HPAI-H5N1 is asked. Values for each parameter using the collected data for each node are tabulated. Using the appropriate @Risk function and simulation, a probability distribution is determined for that specific parameter. The product of these probability distributions of the answers to these questions will determine the final risk related to the likelihood of transmission of HPAI-H5N1 virus due to missed vaccination, failure to detect sickly poultry by passive or active surveillance. The variables are organized into five major parameter estimations or categories (Figure 2). These are the input parameters. Monte Carlo simulations with iterations set at 10,000 iterations for the QRA input parameters of HPAI-H5N1 infection transmission due to missed vaccination, failure to detect sickly poultry by passive or active surveillance were executed utilizing @Risk software version 5.7 (Palisade Corporation). Sensitivity analysis was used to show the aggregate effect of what each input variable has on the likelihood of missed vaccination, failure to detect sickly poultry by passive or active surveillance frequencies in HPAI-H5N1 infection transmission. At each of the nodes, probability distributions were assigned and @ Risk Bestfit distributions together with Monte Carlo simulation were used in determining the efficacy of vaccination, failure to detect sickly poultry by passive or active surveillance in reducing HPAI-H5N1 infection transmission in the poultry farms and the backyard poultry. To see the effect of various inputs on the output, a sensitivity analysis was performed using regression and correlation coefficients of tornado graphs.
-Assumptions
The following assumptions were taken into consideration while developing this QRA about the decision of determining the number of infected poultry with HPAI-H5N1 virus after mitigation strategies of vaccination and surveillance had been applied for six epidemic waves (EW(Ew1-EW6)) from 2006 to 2016, in the Menoufia Province, Egypt
- In this study, the model is built on the poultry farms and the backyard poultry considering the two main divisions of the poultry industry in Egypt [11]. Most of the production takes place in sector 3 (small commercial farms) and sector 4 (village or backyard poultry) in Egypt according to the Food and Agriculture Organization (FAO) classification [5, 19].
- According to [29] who defined an outbreak as ‘the confirmed presence of disease, clinically expressed or not, in at least one bird in a defined location and during a specified period of time’. All poultry population in a given single village in Menoufia governorate, Egypt, was considered infected with HPAI-H5N1 virus even if there was only one reported outbreak within a certain circumscribed location in this village at a certain point in time.
- A village is the smallest epidemiologic unit in Menoufia governorate, and it contains 62,316 poultry based on the total poultry population, from which the total number of cases is calculated for each outbreak event.
- The total poultry population of each epidemic wave (EW) was calculated relative to the period in which the EW lasted, and it was from this that the prevalence rate was calculated per 100,000 poultry population.
- Any poultry species raised in the backyard other than domestic ones are reservoir poultry, while domestic ones raised with any other species are considered mixed poultry.
- Only domestic poultry raised in farms such as chickens is the most common type raised in the commercial sector [23]. All outbreaks data of farms were obtained after vaccination. This was because the commercial poultry producers apply their mass vaccination program, which is usually of highly variable standards (different vaccines, frequency, dose, route, age, etc.) and not monitored by the Egyptian general organization of veterinary services [1, 12].
- In Egypt, vaccine failures have occurred following antigenic drift in field viruses [22]. The immune pressure exerted by the vaccines or natural infection accelerates virus evolution in poultry, reducing the efficacy of vaccination over time [23, 30-35]. Besides, improper administration, mishandling [36] and inappropriate storage of the vaccine [12] or suppression of the immune system (i.e.: due to chicken anemia virus infection or ingestion of mycotoxins) [37]. All these factors could be considered as missed vaccinated poultry.
- There was no vaccination in the backyard poultry. Since there is no data indicating vaccination of those cases, (D Swayne, G Pavade, K Hamilton, B Vallat and K Miyagishima [19] highlighted that vaccination coverage of household poultry is lower than 20%. Therefore, vaccination of the backyard poultry is no longer provided nor supervised by the government. A previous study showed that village cumulative annual flock immunity (CAFI) from household vaccination by the Egyptian government is unlikely to be maintained at the levels required to significantly reduce the virus load and restrict transmission [18].
- Notification and surveillance of poultry infected with the HPAI-H5N1 virus reported by owners were considered as passive surveillance. While targeted surveillance or preslaughter or live bird market (LBM) surveillance samples were considered as active surveillance. All surveillance data were considered under active and passive surveillance terms as stated by [13, 15].
-Evidence Gathering
The evidence underlying this QRA comes from published data, studies, routine reports, and other technical documents from public health organizations and agencies including the Food and Agriculture Organization of the United Nations (FAO), World Health Organization (WHO), and Centers for Disease Control and Prevention (CDC). This evidence was collected and documented for each node of the scenario tree. Appropriate probability distributions were assigned to the various nodes. These probability distributions capture the variability and uncertainties associated with each event occurring on the scenario tree. Appropriate probability distributions were also used to represent the prevalence rates of HPAI-H5N1 outbreak.
-Study area
Egypt is in the northeast corner of Africa, spanning approximately 1 million square kilometers. As per United Nations estimates, the human population of Egypt is 100 million, with most of them living in the Nile Delta [5], where there were recorded higher disease incidences as a reflection of high densities of poultry and human activities [38, 39]. This pilot study was carried out using the extent of one of the Nile Delta governorates (Menoufia, Egypt), where the highest number of outbreaks were recorded [5, 38]. In addition to that, Menoufia is considered the leading poultry producing governorate in Egypt [40], district level is the smallest administrative unit used for defining surveillance and control strategies related to HPAI (H5N1) among poultry [41].
-Data source
Domestic poultry HPAI-H5N1 outbreak data used in this study were extracted from the Egyptian ministry of agriculture (Egyptian Committee for Veterinary Services) official reports for national surveillance for the study period from January 2006 to December 2016.
-Parameter estimations:
Initiating event: IE Decision to determine the number of poultry infected with Highly Pathogenic Avian Influenza A subtype H5N1 (HPAIH5N1) virus after mitigation strategies of vaccination, passive and active surveillance has been applied after six epidemic waves EW (EW(EW1-EW6)) from 2006 to 2016, in the Menoufia, governorate, Egypt.
N - The total number of poultry in Menoufia, Province Egypt.
Description: The data that was collected is historical and not well organized to facilitate capture of the variability and uncertainty of the total number of poultry in six epidemic waves EW (EW (Ew1-EW6)) whereby the available data were given in intervals. In a QRA using Monte Carlo simulation, uncertain inputs in a model are captured by using ranges of possible values known as probability distributions. Using probability distributions, input variables can be expressed as probability distributions for the different outcomes occurring. Probability distributions are a much more realistic way of describing uncertainty in variables of a risk analysis [42].
Probability distribution: The probability distributions of individual input variables at each node were determined by using the @Risk Bestfit distributions (See Table 1 and 2 for details). @Risk Bestfit distribution was used to pick the best distribution of the data whereby the variability and uncertainty of prevalence rate of HPAI-H5N1virus infection would be best captured.
Node 1- P1:Prevalence rate (PR) of HPAI-H5N1 infection in poultry in each EW (EW (Ew1- EW6))
Prevalence Rate: As described previously in parameter N, the data in nodes 1-5 is also historical and not well organized, to capture the variability and uncertainty of PR of influenza A subtype HPAI-H5N1 virus outbreak in birds in each epidemic wave EW (EW (EW1- EW6))where the available data were given in intervals. @Risk Bestfit distributions were used to generate probability distributions. This specific variable is the prevalence rate (PR) of HPAI-H5N1 infection in poultry expressed as the probability distribution in each epidemic wave EW (EW (EW1- EW6))stratified by P, C, and TP respectively (See Table 1 and 2 for details). Thus, both the numerator and denominator in PR were estimated using Monte Carlo simulations with @Risk software. The probability distribution values for this variable were determined by @RiskBestfit as described previously in parameter N. The general mathematical formula used for calculating the PR of HPAI-H5N1 infection in poultry in each epidemic wave EW (EW (EW1- EW6))were calculated using available data on disease cases from 2006 to 2016 in the Menoufia province, Egypt is as follows:
Whereby P is the probability distribution, C is outbreak cases of HPAI-H5N1 infection and TP is total poultry population, respectively.
Node 2-P2:Prevalence rate (PR) of HPAI-H5N1 infected poultry in each type of breeding (B 1-2) in each EW (EW (Ew1-EW6))
This specific variable represents the prevalence rate (PR) of HPAI-H5N1 infection in the backyard poultry in each epidemic wave EW (EW (EW1- EW6)),stratified by type of breeding (B 1-2) and P, C, TP respectively. The variable input values for this parameter P2 are calculated by dividing the number of cases of HPAI-H5N1 by the total populations in different breeding categories. The probability distribution values for this variable were determined by @RiskBestfit as described previously in parameter N (See Table 1 and 2 for details). The general mathematical formula is as follows:
Whereby B1 is the poultry farms and B2 is the backyard poultry, respectively.
Node 3-P3:Prevalence rate (PR) of HPAI-H5N1 infected poultry in each type of breeding (B 1-2) different poultry types (T 1-3) in each EW (EW (Ew1-EW6))
This specific variable represents the prevalence rates (PR) of HPAI-H5N1 infection in poultry in each epidemic wave (EW) stratified by type of breeding (B 1-2) and different poultry types (T 1-3) and P, C, TP. The variable input values for this parameter P3 are calculated by dividing the number of cases of HPAI-H5N1 by the total populations in different breeding categories and different poultry types to be expressed as probability distributions. The probability distribution values for this variable were determined by @RiskBestfit as described previously in parameter N (See Table 1 and 2 for details). The general mathematical formula is as follows:
Whereby T1 is domestic poultry, T2 is mixed poultry and T2 reservoir poultry, respectively.
Node 4-P4: Are there poultry still infected with HPAI-H5N1 due to failure in vaccination (V) and passive and active surveillance (S 1-2) in the farms in domestic poultry (T 1) in each EW (EW (EW1-EW6))?
This specific variable represents the prevalence rate (PR) of HPAI-H5N1 infection in vaccinated (V) poultry after passive and active surveillance (S 1-2) used in each epidemic wave EW (EW (Ew1-EW6)) stratified by type of breeding (B 1) and P, C, TP. The variable input values for this parameter P4 are calculated by dividing the number of cases of HPAI-H5N1 by the total populations in the poultry farms, vaccination and surveillance types. The probability distribution values for this variable were determined by @RiskBestfit as described previously in parameter N (See Table 1 for details). In this study, it was assumed that only domestic poultry raised in farms were vaccinated. The general mathematical formula is as follows:
Whereby V is vaccinated poultry, S1 is passive surveillance and S2 is active surveillance, respectively.
Node 5-P5:Does passive and active Surveillance (S 1-2) detect HPAI-H5N1 infected poultry in the backyard (B 2) in different poultry types (T 1-3) in each EW (EW (Ew1-EW6))?
This specific variable represents the prevalence rate (PR) of HPAI-H5N1 infection after passive and active surveillance (S 1-2) used in each epidemic wave EW (EW (Ew1-EW6)) stratified by type of breeding (B 2) and different poultry types and different poultry types: domestic, mixed and reservoir (T 1-3) and P, C, TP respectively. The variable input values for this parameter P5 are calculated by dividing the number of cases of HPAI-H5N1 by the total populations in the backyard poultry, surveillance types, and different poultry types. The probability distribution values for this variable were determined by @RiskBestfit as described previously in parameter N (See Table 1 and 2 for details). Whereas, in this node (Node 5) it was assumed that in the backyard poultry no vaccination measures were taken except in a few cases. Therefore, in this study, it was assumed that vaccination has not been used in backyard poultry. The general mathematical formula is as follows:
Whereby S1 is passive surveillance and S2 is active surveillance, respectively.