Research Article

An Advance Computing Numerical Heuristic of Nonlinear SIR Dengue Fever System Using the Morlet Wavelet Kernel

Table 1

Optimization performance taking the MWNN-GA-IPA for the nonlinear SIR dengue fever system.

Start of GA
Inputs: the chromosomes are characterized with the same system element as
W = [, , ]
Population: the chromosomes set is written as
, and
Output: global values of the weight are represented as WGA-Best
Initialization: for the selection of chromosomes, select the weight vector values. Fit evaluation: modify the values of fitness “e” in population “P” for each vector with the use of systems 4–8
(i) Stopping criteria: terminate when [e = 10−21], [Generations = 55], [StallLimit = 140], [PopSize = 285], and [TolFun = TolCon = 10−21]
 Move to storage
Ranking: rank individual weight vector in population using the values of the fitness
Storage: save WGA-Best, iterations, time, e, and count of function for the presence of GA
End of GA
IPA starts
Inputs: start point: WGA-Best
Output:WGA-IPA shows the best weight values of GA-IPA
Initialize:WGA-Best, iterations, assignments, and other values
Terminate: stop, when [e = 10−20], [Iterations = 750], [MaxFunEvals = 267000], [TolCon = TolX = 10−22], and [TolFun = 10−22] achieved.
Evaluation of fitness: compute W and e using equations (8)–(12)
Amendments: adjust “fmincon” for IPA, compute e of better-quality of ‘W’ using systems 4–8
Accumulate: transmute WGA-IPA, e, function counts, iterations, and time for the existing IPA runs
IPA process ends