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Table 2 Linguistic scales and golden cut-based quantum spherical fuzzy numbers

From: Investigating the components of fintech ecosystem for distributed energy investments with an integrated quantum spherical decision support system

For criteria

For alternatives

Possibility degrees

Quantum spherical fuzzy numbers

No (n)

Worst (w)

0.40

\(\left[\sqrt{0.16}{e}^{j2\pi .0.4},\sqrt{0.10}{e}^{j2\pi .0.25},\sqrt{0.74}{e}^{j2\pi .0.35}\right]\)

Some (s)

Bad (p)

0.45

\(\left[\sqrt{0.20}{e}^{j2\pi .0.45},\sqrt{0.13}{e}^{j2\pi .0.28},\sqrt{0.67}{e}^{j2\pi .0.27}\right]\)

Medium (m)

Normal (f)

0.50

\(\left[\sqrt{0.25}{e}^{j2\pi .0.50},\sqrt{0.15}{e}^{j2\pi .0.31},\sqrt{0.60}{e}^{j2\pi .0.19}\right]\)

High (h)

Effective (g)

0.55

\(\left[\sqrt{0.30}{e}^{j2\pi .0.55},\sqrt{0.19}{e}^{j2\pi .0.34},\sqrt{0.51}{e}^{j2\pi .0.11}\right]\)

Very high (vh)

Perfect (b)

0.60

\(\left[\sqrt{0.36}{e}^{j2\pi .0.6},\sqrt{0.22}{e}^{j2\pi .0.37},\sqrt{0.42}{e}^{j2\pi .0.03}\right]\)