Table 5 Best-found solutions for Example 2.

From: Modelling of an imprecise sustainable production control problem with interval valued demand via improved centre-radius technique and sparrow search algorithm

Algorithms

\(\left\langle {A{P_c},A{P_r}} \right\rangle\) ($/month)

\(\left[ {A{P_L},A{P_U}} \right]\) ($/month)

\({s_p}\) ($/unit)

g

T (month)

Run time (s)

SSA

\(\left\langle {1271.818094,965.438827} \right\rangle\)

\(\left[ {306.379268,2237.256921} \right]\)

92.685587

0.867384

21.509685

0.325414

AEFA

\(\left\langle {1271.818094,965.430228} \right\rangle\)

\(\left[ {306.387866,2237.248322} \right]\)

92.685272

0.867379

21.508394

0.330845

EOA

\(\left\langle {1271.818094,965.438826} \right\rangle\)

\(\left[ {306.379268,2237.256921} \right]\)

92.685587

0.867384

21.509684

0.180224

GWOA

\(\left\langle {1271.818063,965.433800} \right\rangle\)

\(\left[ {306.384262,2237.251863} \right]\)

92.683835

0.868097

21.503536

0.187362

TLBOA

\(\left\langle {1271.818094,965.438832} \right\rangle\)

\(\left[ {306.379263,2237.256926} \right]\)

92.685587

0.867384

21.50969

0.839999

WOA

\(\left\langle {1271.817866,965.545625} \right\rangle\)

\(\left[ {306.272241,2237.363492} \right]\)

92.689031

0.870205

21.520150

0.157762