A basic stat's question and a specific PSPP query, please.  Any help
gratefully received.  I can't see this in the archives anywhere (searching
for 'categorical' and 'dummy').

 

For a linear regression, some variables are categorical and so included
using dummy coding (Coding Systems for Categorical Variables in Regression
Analysis (ucla.edu)
<https://stats.oarc.ucla.edu/spss/faq/coding-systems-for-categorical-variabl
es-in-regression-analysis-2/#:~:text=Categorical%20variables%20require%20spe
cial%20attention,entered%20into%20the%20regression%20model.> ).

 

basic stat's question: This results in a zero coefficient and zero standard
error for some variables, as shown in the example below.  Is this correct?
There is little or no linear relationship to be found?

 

specific PSPP query: if there is little relationship/the coefficient is very
small, is there a way to tell PSPP to show the very small value instead of
zero?

 

Thanks in advance

 


Table: Model Summary (adjRA1SR1)

 

 

 

 

 


R

R Square

Adjusted R Square

Std. Error of the Estimate

 

 

 


0.55723

0.310505

0.302797

0.8359

 

 

 

 


 

 

 

 

 

 

 

 


Table: ANOVA (adjRA1SR1)

 

 

 

 

 


 

Sum of Squares

df

Mean Square

F

Sig.

 

 


Regression

619.25791

22

28.148087

40.284698

0

 

 


Residual

1375.0987

1968

0.698729

 

 

 

 


Total

1994.3566

1990

 

 

 

 

 


 

 

 

 

 

 

 

 


Table: Coefficients (adjRA1SR1)

 

 

 

 

 


 

Unstandardized Coefficients

Standardized Coefficients

t

Sig.

95% Confidence Interval for B


 

B

Std. Error

Beta

 

 

Lower Bound

Upper Bound


(Constant)

8.163407

0.310014

0

26.332394

0

7.555417

8.771397


lnSTINC

-0.036745

0.011677

-0.088107

-3.146888

0.002

-0.059645

-0.013845


RA1PKHSIZ

-0.011834

0.016218

-0.020561

-0.729708

0.466

-0.043639

0.019971


RA1PRAGE

-0.039326

0.011175

-0.550388

-3.519082

0

-0.061242

-0.01741


sqPRAGE

0.000464

0.000109

0.666977

4.258349

0

0.00025

0.000678


RA1PRSEX

0.13709

0.03935

0.068446

3.483888

0.001

0.059918

0.214261


RA1PB19_1

0

0

0

NaN

NaN

0

0


RA1PB19_2

-0.485628

0.170694

-0.054029

-2.845015

0.004

-0.820389

-0.150867


RA1PB19_3

-0.324574

0.058981

-0.109094

-5.503011

0

-0.440246

-0.208902


RA1PB19_4

-0.333625

0.089807

-0.074169

-3.714896

0

-0.509752

-0.157497


RA1PB1

-0.002888

0.008407

-0.007002

-0.343559

0.731

-0.019376

0.0136


RA1SG17A_1

0

0

0

NaN

NaN

0

0


RA1SG17A_2

-0.061221

0.053837

-0.021822

-1.137147

0.256

-0.166804

0.044363


RA1PA1

-0.15082

0.022182

-0.160102

-6.7991

0

-0.194324

-0.107317


RA1PA2

-0.248882

0.024367

-0.243609

-10.214077

0

-0.29667

-0.201095


RA1SC1

-0.328042

0.073134

-0.08782

-4.485512

0

-0.471469

-0.184614


RA1PF3bin

0.003064

0.041159

0.001422

0.074435

0.941

-0.077655

0.083783


RA1PF7A_2

0.009538

0.086914

0.002111

0.109735

0.913

-0.160917

0.179992


RA1PF7A_3

0.14177

0.166844

0.016081

0.849712

0.396

-0.18544

0.468979


RA1PF7A_4

-0.104009

0.155971

-0.01266

-0.666848

0.505

-0.409894

0.201877


RA1PF7A_5

0.173309

0.59246

0.005486

0.292525

0.77

-0.988606

1.335224


RA1PF7A_6

0.064264

0.080864

0.01504

0.794712

0.427

-0.094325

0.222853


RA1PG2

-0.350528

0.030049

-0.233421

-11.66509

0

-0.40946

-0.291597

 

 

 

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