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Table 4 Parameter estimates for multivariate GARCH with underlying multivariate normal distribution

From: Diversification evidence of bitcoin and gold from wavelet analysis

Parameter

Estimate

Standard error

t-ratio

p-value

\(\lambda _\mathrm{{BITCOIN}}^1\)

0.80870

0.017126

47.2210

0.000

\(\lambda _\mathrm{{GOLD}}^1\)

0.94776

0.013943

67.9733

0.000

\(\lambda _\mathrm{{FTSE 100}}^1\)

0.81444

0.024595

33.1147

0.000

\(\lambda _\mathrm{{FTSEINDO}}^1\)

0.85239

0.023417

36.4011

0.000

\(\lambda _\mathrm{{FTSEMY}}^1\)

0.91016

0.013795

65.9798

0.000

\(\lambda _\mathrm{{NIKKEI}}^1\)

0.84664

0.023582

35.9023

0.000

\(\lambda _\mathrm{{NIFTY}}^1\)

0.89319

0.014572

61.2951

0.000

\(\lambda _\mathrm{{S \& P 500}}^1\)

0.75997

0.020344

37.3566

0.000

\(\lambda _\mathrm{{BITCOIN}}^2\)

0.17843

0.015427

11.5661

0.000

\(\lambda _\mathrm{{GOLD}}^2\)

0.03606

0.007019

5.1378

0.000

\(\lambda _\mathrm{{FTSE 100}}^2\)

0.11129

0.013328

8.3502

0.000

\(\lambda _\mathrm{{FTSEINDO}}^2\)

0.09373

0.012722

7.3673

0.000

\(\lambda _\mathrm{{FTSEMY}}^2\)

0.06519

0.008096

8.0527

0.000

\(\lambda _\mathrm{{NIKKEI}}^2\)

0.11320

0.014772

7.6630

0.000

\(\lambda _\mathrm{{NIFTY}}^2\)

0.06992

0.008147

8.5828

0.000

\(\lambda _\mathrm{{S \& P 500}}^2\)

0.16812

0.013868

12.1227

0.000

\(\delta ^1\)

0.99200

0.001207

821.8579

0.000

\(\delta ^2\)

0.00384

0.000475

8.0746

0.000