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Table 6 Parameter estimates for multi-level ordinal logistic regression model

From: Multilevel analysis of women’s education in Ethiopia

Estimates for fixed effects

Variable

Categories

\(\widehat{{\varvec{\beta}}}\)( Exp\(\left(\widehat{{\varvec{\beta}}}\right)\))

SE

Pr >|t|

Lower

Upper

Intercept

No education

-0.4241(0.65)

0.0201

< .0001

-0.4635

-0.3845

Intercept

Primary

-1.0542(0.35)

0.0201

< .0001

-1.0936

-1.0148

Intercept

Secondary

-2.4058(0.09)

0.0202

< .0001

-2.4453

-2.3662

Place of residence

Urban

1.9254(6.86)

0.0345

< .0001

1.8578

1.9930

Rural

0

    

Religion

Orthodox

-0.1449(0.86)

0.1996

0.4678

-0.5363

0.2464

Catholic

-0.4220(0.66)

0.2708

0.1192

-0.9529

0.1089

Protestant

-0.2279(0.80)

0.2015

0.2581

-0.6228

0.1670

Muslim

-0.1529(0.86)

0.1997

0.4439

-0.5444

0.2386

Others

-0.5768(0.56)

0.2601

0.0266

-1.0866

-0.0669

Traditional

0

    

Wealth index

poorest

-0.4883(0.61)

0.0457

< .0001

-0.5779

-0.3987

Poorer

-0.9213(0.40)

0.0464

< .0001

-1.0122

-0.8304

middle

-1.2761(0.28)

0.0490

< .0001

-1.3721

-1.1801

Richer

-1.8117(0.16)

0.0470

< .0001

-1.9038

-1.7196

Richest

0

    

Marriage

In year

0.1272(1.14)

0.0033

< .0001

0.1206

0.1337

Estimates for Random effects

Covariance parameter

Estimate

SE

Intercept(Uoj)

0.5253

0.07744

Residence(U1j)

0.3834

0.0215

Residual(eij)

0.2166

0.01021

  1. Key: Exp\(\left(\widehat{\beta }\right)\): Adjusted Odds ratio