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Table 6 The values of the coefficients of Model 5

From: Fine-scale monitoring of insecticide resistance in Aedes aegypti (Diptera: Culicidae) from Sri Lanka and modeling the phenotypic resistance using rational approximation

Basis function

Coefficient

Value of the coefficient

1

\({a}_{0}\)

2268560.18995798

\(\left(C+P\right)\)

\({a}_{1}\)

− 13665908.18768946

\({(C+P)}^{2}\)

\({a}_{2}\)

25073847.09740878

\({(C+P)}^{4}\)

\({a}_{3}\)

− 39784443.81799661

\({(C+P)}^{6}\)

\({a}_{4}\)

88661124.33358555

\({(C+P)}^{7}\)

\({a}_{5}\)

− 91510924.12885486

\({(C+P)}^{8}\)

\({a}_{6}\)

28981251.69289512

\(\left(C+P\right)\)

\({b}_{1}\)

28981251.69289512

\({(C+P)}^{3}\)

\({b}_{2}\)

164958.059405934

\({(C+P)}^{4}\)

\({b}_{3}\)

− 2274557.572140106

\({(C+P)}^{6}\)

\({b}_{4}\)

4000282.615553982

\({(C+P)}^{8}\)

\({b}_{5}\)

− 3111181.159339364

  1. C + P = Total of C and P allele frequencies