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Table 3 Initial decision matrices of the five experts

From: Prioritizing real estate enterprises based on credit risk assessment: an integrated multi-criteria group decision support framework

 

\(c_{1}\)

\(c_{2}\)

\(c_{3}\)

\(c_{4}\)

\(c_{5}\)

\(c_{6}\)

\(c_{7}\)

\(c_{8}\)

\(de_{1}\)

\(e_{1}\)

SG

M

SG

G

Between G and SG

At least G

At least SG

Between M and G

\(e_{2}\)

M

SG

SG

SP

Between SP and P

Between G and SG

SG

Between SP and M

\(e_{3}\)

G

SG

G

SG

SG

Greater than SG

M

SG

\(e_{4}\)

G

G

SG

VG

At least G

Between SG and SP

M

Lower than M

\(e_{5}\)

SP

M

M

SP

P

VG

SP

At least SG

\(de_{2}\)

\(e_{1}\)

SG

M

SG

G

VG

SG

Greater than G

Lower than SP

\(e_{2}\)

M

SG

SG

SP

Between P and M

G

SG

Lower than P

\(e_{3}\)

G

SG

G

SG

At least SG

VG

Between P and M

At least SG

\(e_{4}\)

G

G

SG

VG

At least SG

Between M and SG

Between M and G

SP

\(e_{5}\)

SP

M

M

SP

Lower than M

VG

Between SP and M

VG

\(de_{3}\)

\(e_{1}\)

SG

M

SG

G

Greater than G

SG

VG

Between SP and M

\(e_{2}\)

M

SG

SG

SP

M

Between SG and G

M

VP

\(e_{3}\)

G

SG

G

M

Greater than G

Between SG and VG

Between SP and SG

At least SG

\(e_{4}\)

G

G

SG

VG

G

M

At least SG

Between P and M

\(e_{5}\)

SP

M

M

SP

Between SP and M

SG

Between SP and M

Greater than G

\(de_{4}\)

\(e_{1}\)

SG

M

SG

G

At least SG

At least SG

Between G and VG

At most P

\(e_{2}\)

M

SG

SG

SP

Between SP and M

G

At least SG

Between SP and P

\(e_{3}\)

G

SG

G

SG

Between M and SG

At least SG

M

Between M and SG

\(e_{4}\)

G

G

SG

VG

Greater than SG

G

Greater than M

Between P and M

\(e_{5}\)

SP

M

M

SP

Between SP and P

At least SG

Between P and M

Between SG and VG

\(de_{5}\)

\(e_{1}\)

SG

M

SG

G

Between SG and VG

M

At least SG

Between SP and M

\(e_{2}\)

M

SG

SG

SP

Lower than P

At least G

Between SG and VG

SP

\(e_{3}\)

G

SG

G

SG

At least G

At least SG

Between M and G

Greater than M

\(e_{4}\)

G

SG

SG

VG

Between G and VG

G

G

Between P and M

\(e_{5}\)

SP

M

M

SP

At least G

Between SG and VG

Between P and M

SG