Mutual fund

ADF statistic at level

Test critical values at 1% level of significance

Test critical values at 5% level of significance

Test critical values at 10% level of significance

P-value

ADF statistic at 1st difference

Test critical values at 1% level of significance

Test critical values at 5% level of significance

Test critical values at 10% level of significance

P-value

f_1

−2.771123

−3.544063

−2.910860

−2.593090

0.068500

−8.343738

−3.546099

−2.911730

−2.593551

0.000000

f_2

−1.518975

−3.544063

−2.910860

−2.593090

0.517300

−7.743742

−3.546099

−2.911730

−2.593551

0.000000

f_3

−2.184721

−3.544063

−2.910860

−2.593090

0.213900

−8.101964

−3.546099

−2.911730

−2.593551

0.000000

f_4

−2.558827

−3.544063

−2.910860

−2.593090

0.107200

−9.394846

−3.546099

−2.911730

−2.593551

0.000000

f_5

−2.009690

−3.544063

−2.910860

−2.593090

0.282000

−7.601256

−3.546099

−2.911730

−2.593551

0.000000

f_6

−2.265115

−3.544063

−2.910860

−2.593090

0.186500

−8.062592

−3.546099

−2.911730

−2.593551

0.000000

f_7

−2.869932

−3.544063

−2.910860

−2.593090

0.054900

−5.839286

−3.568308

−2.921175

−2.598551

0.000000

f_8

−1.322064

−3.544063

−2.910860

−2.593090

0.613900

−7.804268

−3.546099

−2.911730

−2.593551

0.000000

f_9

−2.050167

−3.544063

−2.910860

−2.593090

0.265300

−8.206944

−3.546099

−2.911730

−2.593551

0.000000

f_10

−2.153083

−3.544063

−2.910860

−2.593090

0.225400

−8.666955

−3.546099

−2.911730

−2.593551

0.000000

f_11

−2.064209

−3.544063

−2.910860

−2.593090

0.259600

−8.493626

−3.546099

−2.911730

−2.593551

0.000000

f_12

−2.165960

−3.544063

−2.910860

−2.593090

0.227100

−7.332969

−3.546099

−2.911730

−2.593551

0.000000

f_13

−2.690280

−3.544063

−2.910860

−2.593090

0.081600

−7.139850

−3.546099

−2.911730

−2.593551

0.000000

f_14

−2.127609

−3.544063

−2.910860

−2.593090

0.234900

−8.309649

−3.546099

−2.911730

−2.593551

0.000000

f_15

−2.049778

−3.544063

−2.910860

−2.593090

0.066000

−5.787755

−3.568308

−2.921175

−2.598551

0.000000

f_16

−2.033060

−3.544063

−2.910860

−2.593090

0.067500

−5.770883

−3.568308

−2.921175

−2.598551

0.000000

f_17

−2.765677

−3.544063

−2.910860

−2.593090

0.069300

−8.437351

−3.546099

−2.911730

−2.593551

0.000000

f_18

−2.648665

−3.544063

−2.910860

−2.593090

0.089100

−8.130755

−3.546099

−2.911730

−2.593551

0.000000

f_19

−2.074736

−3.544063

−2.910860

−2.593090

0.073900

−5.791633

−3.568308

−2.921175

−2.598551

0.000000

f_20

−2.034451

−3.544063

−2.910860

−2.593090

0.057400

−5.782584

−3.568308

−2.921175

−2.598551

0.000000

f_21

−2.035310

−3.544063

−2.910860

−2.593090

0.067300

−8.050313

−3.546099

−2.911730

−2.593551

0.000000

f_22

−2.059742

−3.544063

−2.910860

−2.593090

0.065100

−5.794623

−3.568308

−2.921175

−2.598551

0.000000

f_23

−2.889992

−3.544063

−2.910860

−2.593090

0.052500

−8.445508

−3.546099

−2.911730

−2.593551

0.000000

f_24

−2.017811

−3.544063

−2.910860

−2.593090

0.058900

−5.785990

−3.568308

−2.921175

−2.598551

0.000000

f_25

−2.078674

−3.544063

−2.910860

−2.593090

0.063600

−8.033548

−3.546099

−2.911730

−2.593551

0.000000

f_26

−2.023827

−3.544063

−2.910860

−2.593090

0.058300

−8.020354

−3.546099

−2.911730

−2.593551

0.000000

f_27

−1.004166

−3.544063

−2.910860

−2.593090

0.746500

−7.659445

−3.546099

−2.911730

−2.593551

0.000000

f_28

−0.704624

−3.544063

−2.910860

−2.593090

0.837400

−7.334186

−3.546099

−2.911730

−2.593551

0.000000

f_29

−0.670113

−3.544063

−2.910860

−2.593090

0.846000

−7.791967

−3.546099

−2.911730

−2.593551

0.000000

f_30

−0.646962

−3.544063

−2.910860

−2.593090

0.851600

−7.039387

−3.546099

−2.911730

−2.593551

0.000000

f_31

−0.255373

−3.544063

−2.910860

−2.593090

0.924700

−6.754967

−3.546099

−2.911730

−2.593551

0.000000

f_32

−0.945031

−3.544063

−2.910860

−2.593090

0.767000

−7.357812

−3.546099

−2.911730

−2.593551

0.000000

f_33

−0.663167

−3.544063

−2.910860

−2.593090

0.847700

−7.690004

−3.546099

−2.911730

−2.593551

0.000000

f_34

−0.621744

−3.544063

−2.910860

−2.593090

0.857500

−6.824495

−3.546099

−2.911730

−2.593551

0.000000

f_35

−0.368118

−3.544063

−2.910860

−2.593090

0.907400

−6.875377

−3.546099

−2.911730

−2.593551

0.000000

f_36

−0.677402

−3.544063

−2.910860

−2.593090

0.844200

−6.868468

−3.546099

−2.911730

−2.593551

0.000000

f_37

−0.817272

−3.544063

−2.910860

−2.593090

0.806800

−7.079072

−3.546099

−2.911730

−2.593551

0.000000

f_38

−0.586640

−3.544063

−2.910860

−2.593090

0.865400

−6.536958

−3.546099

−2.911730

−2.593551

0.000000

f_39

−0.690882

−3.544063

−2.910860

−2.593090

0.840900

−7.935993

−3.546099

−2.911730

−2.593551

0.000000

f_40

−0.793372

−3.544063

−2.910860

−2.593090

0.813600

−7.396123

−3.546099

−2.911730

−2.593551

0.000000

f_41

−0.507871

−3.544063

−2.910860

−2.593090

0.881900

−6.252981

−3.546099

−2.911730

-2.593551

0.000000