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Table 5 The values of the coefficients of Model 4

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

\({a}_{0}\)

347231.89871471

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

\({a}_{1}\)

− 5451048.06473052

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

\({a}_{2}\)

51173428.72019885

\({(C+G)}^{5}\)

\({a}_{3}\)

− 85704569.96654052

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

\({a}_{4}\)

76784470.23534042

\({(C+G)}^{9}\)

\({a}_{5}\)

− 68790001.27416702

\({(C+G)}^{10}\)

\({a}_{6}\)

31638575.86718503

\(\left(C+G\right)\)

\({b}_{1}\)

7890147.9804573

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

\({b}_{2}\)

− 34553409.8652851

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

\({b}_{3}\)

210801390.1094063

\({(C+G)}^{5}\)

\({b}_{4}\)

− 327273010.8525403

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

\({b}_{5}\)

268191635.6432237

\({(C+G)}^{9}\)

\({b}_{6}\)

− 227546166.070013

\({(C+G)}^{10}\)

\({b}_{7}\)

102477501.8803313

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