Skip to main content

Table 3 Optimal solution for different values of ε 1i & ε 2i

From: Expected Value of Exponential Fuzzy Number and Its Application to Multi-item Deterministic Inventory Model for Deteriorating Items

 

ε 1i

ε 2i

t 1i

t 2i

t 3i

T i

Q i

Z ∗

Item-I

0.55×10−1

0.68×10−1

0.11013×10−6

2.22391

0.24954

2.47345

430.5268

6194.915

Item-II

0.45×10−1

0.63×10−1

0.47338×10−7

2.16807

0.26176

2.42983

442.8061

 

Item-I

0.64×10−1

0.74×10−1

0.74232×10−7

2.21691

0.25374

2.47065

432.6060

6187.219

Item-II

0.49×10−1

0.69×10−1

00000.00000

2.16191

0.26484

2.42675

444.3113

 

Item-I

0.66×10−1

0.80×10−1

0.38212×10−8

2.20997

0.25793

2.46790

434.6750

6179.556

Item-II

0.54×10−1

0.75×10−1

00000.00000

2.15580

0.26791

2.42371

445.8107

 

Item-I

0.71×10−1

0.88×10−1

00000.00000

2.20309

0.26209

2.46518

436.7364

6171.924

Item-II

0.58×10−1

0.81×10−1

0.51075×10−7

2.14975

0.27097

2.42072

447.3045

 

Item-I

0.77×10−1

0.95×10−1

00000.00000

2.19626

0.26623

2.46249

438.7878

6164.325

Item-II

0.63×10−1

0.88×10−1

0.28856×10−8

2.14371

0.27402

2.41773

448.7924

 

Item-I

ε 1i →0

ε 2i →0

00000.00000

2.29729

0.20647

2.50376

409.2066

6273.692

Item-II

  

00000.00000

2.23230

0.23026

2.46256

427.4288