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Identifying At-Risk Students With Two- Phased Regression Models Jing Wang-Dahlback, Director of Institutional Research Jonathan Shiveley, Research Analyst Office of Institutional Research Sacramento State

Identifying At-Risk Students With Two- Phased Regression Models Jing Wang-Dahlback, Director of Institutional Research Jonathan Shiveley, Research Analyst

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Page 1: Identifying At-Risk Students With Two- Phased Regression Models Jing Wang-Dahlback, Director of Institutional Research Jonathan Shiveley, Research Analyst

Identifying At-Risk Students With Two-Phased Regression Models

Jing Wang-Dahlback, Director of Institutional ResearchJonathan Shiveley, Research Analyst

Office of Institutional ResearchSacramento State

Page 2: Identifying At-Risk Students With Two- Phased Regression Models Jing Wang-Dahlback, Director of Institutional Research Jonathan Shiveley, Research Analyst

About This Study

This study focuses on 1-year and 2-year retention of first-time freshman because on average 28% of the student population will drop out within the

first two years.

Create early and final regression

models to predict 1 and 2- year

retention based on data availability.

Use the regression models to calculate individual student

risk scores.

Use results to initiate action

through retention outreach efforts.

Page 3: Identifying At-Risk Students With Two- Phased Regression Models Jing Wang-Dahlback, Director of Institutional Research Jonathan Shiveley, Research Analyst

3

Trends of 1-Year and 2-Year Retention

2010 Cohort 2011 Cohort 2012 Cohort50.0%

60.0%

70.0%

80.0%

90.0%

100.0%

82.6% 81.4% 82.2%

72.7% 71.3% 72.0%

2010-2012 First-time Freshmen Retention by Cohort1-Year Retention 2-Year Retention

Page 4: Identifying At-Risk Students With Two- Phased Regression Models Jing Wang-Dahlback, Director of Institutional Research Jonathan Shiveley, Research Analyst

41-Year and 2-Year Retention by College

60.0%

65.0%

70.0%

75.0%

80.0%

85.0%

90.0%

82.2%81.5% 81.5%

84.2%

82.1%84.0%

81.9%80.7%

71.7% 71.5%72.8%

69.9%71.5%

73.1% 73.2%

71.0%

1-Year Retention 2-Year Retention

Page 5: Identifying At-Risk Students With Two- Phased Regression Models Jing Wang-Dahlback, Director of Institutional Research Jonathan Shiveley, Research Analyst

5

1-Year Retention: ProfileTable 1. 1-Year Retention  

  Persisted after 1 year Withdrew after 1 year Gap Total Count

Statistical Significance  Count %/Mean Count Rate

Demographic Characteristics Gender              Male 2,916 80.2% 719 19.8%

-3.1%3,635

YesFemale 4,301 83.4% 859 16.6% 5,160

Race/Ethnicity              URM 2,537 81.4% 578 18.6%

-0.9%3,115

NoNon-URM 4,680 82.4% 1,000 17.6% 5,680

First Generation College StudentYes 2,410 81.5% 548 18.5%

-1.0%2,958

NoNo 4,440 82.5% 942 17.5% 5,382

Low Income (Pell Grant Eligible)Yes 3,864 82.0% 850 18.0%

-0.2%4,714

NoNo 3,353 82.2% 728 17.8% 4,081

Commuter StatusLiving on Campus 2,223 81.9% 492 18.1%

-0.3%2,715

NoCommuter 4,994 82.1% 1086 17.9% 6,080Distance to School 7,217 26.0 1,578 29.8 -3.8 8,795 Yes

College ReadinessNeed Remediation 4,204 79.6% 1079 20.4%

-6.2%5,283

YesNo Remediation 3,013 85.8% 499 14.2% 3,512

Remediation TypeEnglish (E) 1,339 83.1% 272 16.9%   1,611

Yes, E > B & MMath (M) 949 79.3% 248 20.7%   1,197Both (B) 1,916 77.4% 559 22.6%   2,475

Yes, N > B & MNone (N) 3,013 85.8% 499 14.2%   3,512

Test ScoresHS GPA 7,195 3.26 1572 3.12 0.14 8,767 YesSAT Verbal 6,663 471 1442 460 11 8,105 YesSAT Math 6,663 490 1442 476 14 8,105 YesEPT 4,647 142 1110 140 1 5,757 YesELM 7,217 29 1578 31 -2 8,795 YesAP Units 729 8.6 116 8.9 -0.3 845 No

* T-test or Chi-Square Test, p<.001, higher value is highlighted in yellow; p<.01, higher value is highlighted in green; p<.05, higher value is highlighted in blue.

Page 6: Identifying At-Risk Students With Two- Phased Regression Models Jing Wang-Dahlback, Director of Institutional Research Jonathan Shiveley, Research Analyst

6

2-Year Retention: Profile

Table 2. 2-Year RetentionPersisted after 2 years Withdrew after 2 Years

Gap Total CountStatistical

Significance  Count %/Mean Count RateDemographic CharacteristicsGender              Male 2,557 70.3% 1,078 29.7%

-2.8%3,635

YesFemale 3,773 73.1% 1,387 26.9% 5,160

Race/EthnicityURM 2,200 70.6% 915 29.4%

-2.1%3115

YesNon-URM 4,130 72.7% 1,550 27.3% 5,680

First Generation of College StudentYes 2,113 71.4% 845 28.6%

-1.0%2,958

NoNo 3,897 72.4% 1,485 27.6% 5382

Low Income (Pell Grant Eligible)Yes 3,384 71.8% 1,330 28.2%

-0.4%4,714

NoNo 2,946 72.2% 1,135 27.8% 4081

Commuting StatusLiving on Campus 1,951 71.9% 764 28.1%

-0.2%2,715

NoCommuter 4,379 72.0% 1701 28.0% 6,080

Distance to School 6,330 25.9 2465 28.9 -3.0 8,795 YesCollege ReadinessNeed Remediation 3,632 68.7% 1651 31.3%

-8.1%5,283

YesNo Remediation 2,698 76.8% 814 23.2% 3,512

Remediation TypeEnglish (E) 1,204 74.7% 407 25.3%   1,611

Yes, E > B & MMath (M) 816 68.2% 381 31.8%   1,197Both (B) 1,612 65.1% 863 34.9%   2,475

Yes, N > B & MNone (N) 2,698 76.8% 814 23.2%   3,512

Test ScoresHS GPA 6,312 3.28 2,455 3.13 0.15 8,767 YesSAT Verbal 5,844 473 2,261 461 12 8,105 YesSAT Math 5,844 492 2,261 476 16 8,105 YesEPT 4,031 142 1,726 141 1 5,757 YesELM 6,330 29 2,465 31 -2 8,795 YesAP Unit 638 8.4 207 9.3 -0.8 845 No

Page 7: Identifying At-Risk Students With Two- Phased Regression Models Jing Wang-Dahlback, Director of Institutional Research Jonathan Shiveley, Research Analyst

Highlights of 1-Year & 2-Year Retention Profiles

Demographic Characteristics

College Readiness

Among the selected 6 factors, only 2 or 3 factors had a significant impact on 1-year and 2-year retention rates. Those factors were: gender, underrepresented minorities, and distance to school.

All factors but AP units had a significant impact on 1-year or 2-year retention. Remediation is a key factor: The proportion withdrawals in need of remediation were 6% to 8% higher than those who persisted.

Page 8: Identifying At-Risk Students With Two- Phased Regression Models Jing Wang-Dahlback, Director of Institutional Research Jonathan Shiveley, Research Analyst

8

1-Year Retention: Academic PerformanceTable 3. Academic Performance (By the end of first year)  

  Persisted after 1 year Withdrew after 1 year Gap Total Count

Statistical Significance  Count %/Mean Count Rate

Term 1 GPA 7,217 2.97 1,578 1.96 1.01 8,795 YesTerm 2 GPA 7,157 2.91 1,203 1.79 1.12 8,360 YesPass Rate (Overall GPA>=2.0)Pass 6,751 91.0% 666 9.0%   7,417

YesNot Pass 466 33.8% 912 66.2% 57.2% 1,378

Dean's List (Overall GPA>=3.0)Yes 3,461 92.7% 274 7.3%

18.5%3,735

YesNo 3,756 74.2% 1,304 25.8% 5,060

STEM Major              Yes 1,652 82.6% 349 17.4%

0.6%2,001

NoNo 5,565 81.9% 1,229 18.1% 6,794

Major Status              Declared Major 3,447 81.9% 761 18.1%   4,208

NoPre-Major 2,757 82.6% 581 17.4%   3,338Undecided 1,013 81.1% 236 18.9%   1,249

Changed Major              Changed 659 61.0% 422 39.0%

-24.1%1,081

YesNo Change 6,558 85.0% 1,156 15.0% 7,714

Repeating Courses            Yes 470 62.9% 277 37.1%

-20.9%747

YesNo 6,747 83.8% 1,301 16.2% 8,048

Unit Completion              Units Attempted 7157 27 1203 26 1 8,360 YesUnits per term   14   13 1    Units Completed 7157 26 1203 18 8 8,360 YesUnits per term   13   9 4    Overall Units 7157 26 1203 17 9 8,360 YesUnits per term   13   8 5    

* T-test , Chi-Square Test or ANOVA, p<.001, higher value is highlighted in yellow; p<.01, higher value is highlighted in green; p<.05, higher value is highlighted in blue.Note: STEM majors and declared majors/pre-majors/undecided were based on status at the second semester. Major change refers to changes which occurred between the first and second semester.

Page 9: Identifying At-Risk Students With Two- Phased Regression Models Jing Wang-Dahlback, Director of Institutional Research Jonathan Shiveley, Research Analyst

9

2-Year Retention: Academic PerformanceTable 4. Academic Performance (By the end of second year)  

  Persisted after 2 years Withdrew after 2 Years

Gap Total CountStatistical

Significance  Count %/Mean Count RateTerm 3 GPA 6,243 2.93 974 2.31 0.62 7,217 YesTerm 4 GPA 6,224 2.92 714 2.32 0.59 6,938 Yes

Pass Rate (Overall GPA>=2.0)

Pass 6,133 83.7% 1,193 16.3%70.3%

7,326Yes

Not Pass 197 13.4% 1,272 86.6% 1,469

Dean's List (Overall GPA>=3.0)

Yes 2,802 86.0% 457 14.0%22.3%

3,259Yes

No 3,528 63.7% 2,008 36.3% 5,536STEM Major              

Yes 1,398 72.0% 543 28.0%0.0%

1,941No

No 4,932 72.0% 1,922 28.0% 6,854Major Status              

Declared Major 3,104 72.9% 1,152 27.1%   4,256Yes, Major & Pre >

UndecidedPre-Major 2,381 72.2% 919 27.8%   3,300Undecided 845 68.2% 394 31.8%   1,239

Changed Major              

Changed 0 0.0% 0 0.0%0.0%

0No

No Change 0 0.0% 0 0.0% 0Repeating Courses            

Yes 1,698 72.1% 657 27.9%0.2%

2,355No

No 4,632 71.9% 1,808 28.1% 6,440Unit Completion              

Units Attempted 6224 54 714 51 3 6,938 YesUnits per term   13   13 1    Units Completed 6224 51 714 36 15 6,938 YesUnits per term   13   9 4    Overall Units 6224 52 714 41 11 6,938 YesUnits per term   13   10 3    

* T-test , Chi-Square Test or ANOVA, p<.001, higher value is highlighted in yellow; p<.01, higher value is highlighted in green; p<.05, higher value is highlighted in blue.Note: STEM majors and declared majors/pre-majors/undecided were based on status at the second semester. Major change refers to changes which occurred between the first and second semester.

Page 10: Identifying At-Risk Students With Two- Phased Regression Models Jing Wang-Dahlback, Director of Institutional Research Jonathan Shiveley, Research Analyst

10 1-Year Retention: Intervention

On Fin

ancia

l Aid

Not o

n Aid

EOP

Fres

hmen

Sem

inar

Non-p

artic

ipan

ts

EOP

Lear

ning C

omm

unity

Non-p

artic

ipan

ts

Equity

Pro

gram

s

Non-p

artic

ipan

ts

Fres

hmen

Sem

inar

Non-p

artic

ipan

ts

Lear

ning C

omm

unity

Non-p

artic

ipan

ts50%

55%

60%

65%

70%

75%

80%

85%

90%

95%

100%

82.3%81.6%86.1%

81.3%85.7%

81.0%

86.7%

80.7%85.2%

80.5%

86.1%

80.5%

Intervention: 1-Year Retention Rate of Participants and Non-Participants

Intervention: 1-Year Retention Rate of Participants and Non-Participants

Page 11: Identifying At-Risk Students With Two- Phased Regression Models Jing Wang-Dahlback, Director of Institutional Research Jonathan Shiveley, Research Analyst

11 2-Year Retention: Intervention

On Finan

cial A

id

Not on Aid

EOP Fr

eshmen Se

minar

Non-parti

cipants

EOP Le

arning C

ommunity

Non-parti

cipants

Equity

Progra

m

Non-parti

cipants

Fresh

men Se

minar

Non-parti

cipants

Learn

ing Community

Non-parti

cipants

50%

55%

60%

65%

70%

75%

80%

85%

90%86.6%

57.7%

73.3%71.5%

73.5%71.3%

75.5%

70.8%

75.8%

70.1%

77.2%

70.0%

Intervention: 2-Year Retention Rate of Participants and Non-Partic-ipants

Page 12: Identifying At-Risk Students With Two- Phased Regression Models Jing Wang-Dahlback, Director of Institutional Research Jonathan Shiveley, Research Analyst

12

The Development of Regression Models

• Literature review

• Data availability

Identify variables (up to 36)

• Correlation• Collinearity• Missing values

Select variables (18-

19)

• Early models• Final models• Trim Outliers

Develop

regression

models

Page 13: Identifying At-Risk Students With Two- Phased Regression Models Jing Wang-Dahlback, Director of Institutional Research Jonathan Shiveley, Research Analyst

13

Early Model—1-Year Retention

Table 5 Regression Model: 1-Year Retention (Early model)

Predict Variables B S.E. Wald df Sig. Exp(B)Odds Ratio

(Recalculated) RankHigh School GPA .260 .132 3.867 1 .049 1.30 1.30 4

Fulltime (first term) -.478 .189 6.386 1 .012 0.62 1.61 2

Overall GPA 1.534 .066 546.739 1 .000 4.636 4.64 1

Overall Units .041 .012 12.154 1 .000 1.042 1.04

1st year repeater .439 .139 9.924 1 .002 1.552 1.55 3

Constant -3.044 .490 38.568 1 .000 .048   

Model Indicators                

Baseline P* 82.1% Chi-Square (df) 1632.985 (17)

Model N 5,577 Pseudo R2 .254 - .442

-2log L 3124.886 % Correctly predicted 83.3%

* Refers to 1-year retention rate.              

Page 14: Identifying At-Risk Students With Two- Phased Regression Models Jing Wang-Dahlback, Director of Institutional Research Jonathan Shiveley, Research Analyst

14

Final Model—1-Year Retention

Table 6 Regression Model: 1-Year Retention (Final model)

Predict Variables B S.E. Wald df Sig. Exp(B)Odds Ratio

(recalculated.) Rank

Underrepresented Minority -.306 .149 4.195 1 .041 .737 1.36  5

Need remediation -.426 .170 6.238 1 .013 .653 1.53  4High School GPA -.455 .192 5.614 1 .018 .634 1.58  2Distance to the University -.002 .001 4.813 1 .028 .998 1.00  Learning Community -.453 .228 3.931 1 .047 .636 1.57  3Overall GPA 3.504 .156 503.535 1 .000 33.252 33.25  1

Overall Units .036 .013 8.414 1 .004 1.037 1.04  

Constant -4.323 .748 33.406 1 .000 .013   Model IndicatorsBaseline P* 82.1% Chi-Square (df) 2239.184 (18)Model N 5,293 Pseudo R2 .345 -.675-2log L 1551.824 % Correctly predicted 91.3%

* Refers to 1-year retention rate.

Page 15: Identifying At-Risk Students With Two- Phased Regression Models Jing Wang-Dahlback, Director of Institutional Research Jonathan Shiveley, Research Analyst

15 Preliminary and Predicted 1-Year Retention Rate (2014 Cohort)

Withdrew Persisted0%

10%

20%

30%

40%

50%

60%

70%

80%

90%

100%

18.5%

81.5%

10.6%

89.4%

1-Year Retention (Early Model)

Preliminary Predicted

Withdrew Persisted0%

10%

20%

30%

40%

50%

60%

70%

80%

90%

100%

18.5%

81.5%

15.8%

84.2%

1-Year Retention (Final Model)

Preliminary Predicted

Page 16: Identifying At-Risk Students With Two- Phased Regression Models Jing Wang-Dahlback, Director of Institutional Research Jonathan Shiveley, Research Analyst

16 Prediction Results (2014 Cohort)

Preliminary and Predicted 1-Year Retention Rate

Early Model

 

Preliminary

TotalWithdraw PersistPredicted Withdraw 241 149 390

Persist 441 2864 3305

Total 682 3013 3695

Preliminary 18.5% 81.5%

Predict 10.6% 89.4%

Differ 7.9% -7.9%

Overall Correctly predicted: 84%

Preliminary and Predicted 1-Year Retention Rate

Final Model

 

Preliminary

TotalWithdraw PersistPredicted Withdraw

402 180 582

Persist 280 2833 3113

Total682 3013 3366

Preliminary 18.5% 81.5%

Predicted 15.8% 84.2%

Differ 2.7% -2.7%

Overall Correctly predicted: 87.6%

Page 17: Identifying At-Risk Students With Two- Phased Regression Models Jing Wang-Dahlback, Director of Institutional Research Jonathan Shiveley, Research Analyst

171-Year Retention: The Differences Between The Early and Final

Model

1. The Early Model can be used for early intervention purposes during mid-Spring semester. The Final Models can be used to contact at-risk students during the Summer before second academic year.

2. The Early Model doesn’t contain any missing values.

3. The Final Model is more accurate compared to the Early Model. The gap between the predicted retention rate and actual retention rate was 2.7% vs. 7.9%, and overall 87.6% vs. 84% of the data was predicted correctly.

4. Eighteen (18) students did not have risk scores by using final model due to missing variables ( i.e. the commuters did not have a home address and thus the distance to school was unavailable). However, they were included as “persisted” based on their overall GPA.

Page 18: Identifying At-Risk Students With Two- Phased Regression Models Jing Wang-Dahlback, Director of Institutional Research Jonathan Shiveley, Research Analyst

18

Early Model—2-Year Retention

Table 7 Regression Model: 2-Year Retention (Early Model)

Predict Variables B S.E. Wald df Sig. Exp(B)Odds Ratio

(recalculated) RankRemediation -.475 .153 9.669 1 .002 0.62 1.61 5High School GPA -.403 .178 5.156 1 .023 0.67 1.50 6Equity Programs .342 .172 3.929 1 .047 1.407 1.41 7

Overall GPA 3.338 .172 377.123 1 .000 28.164 28.16 1

Overall units .057 .009 37.324 1 .000 1.059 1.06Repeaters (two years) -.606 .135 20.090 1 .000 .545 1.83 4

Changed major (4th term) -1.034 .372 7.746 1 .005 .355 2.82 3

Undeclared (4th term) -1.059 .388 7.456 1 .006 .347 2.88 2

Constant -5.222 .744 49.248 1 .000 .005   

Model IndicatorsBaseline P* 72.0% Chi-Square (df) 1248.613 (18)

Model N 4,568 Pseudo R2 .239-.491

-2log L 1800.528 % Correctly predicted 91.0%

* Refers to 2-year retention rate.

Page 19: Identifying At-Risk Students With Two- Phased Regression Models Jing Wang-Dahlback, Director of Institutional Research Jonathan Shiveley, Research Analyst

19

Final Model—2-Year Retention

Table 8 Regression Model: 2-Year Retention (Final Model)

Predict Variables B S.E. Wald df Sig. Exp(B)Odds Ratio

(recalculated)Rank

Gender -.838 .221 14.354 1 .000 .433 2.31 4

Remediation -1.027 .249 17.018 1 .000 .358 2.79 3

High School GPA -.681 .286 5.689 1 .017 .506 1.98 5

Equity Programs .570 .283 4.065 1 .044 1.768 1.77 6

Overall GPA 5.615 .388 208.958 1 .000 274.483 274.48 1

Overall units .104 .015 48.240 1 .000 1.110 1.11 7

Repeaters (two years) -1.048 .225 21.599 1 .000 .351 2.85 2

Constant -10.006 1.288 60.353 1 .000 .000    

Model Indicators                

Baseline P* 72.0% Chi-Square (df) 1173.137 (18)

Model N 4,265 Pseudo R2 .240 - .682

-2log L 679.960 % Correctly predicted 96.3%

* Refers to 2-year retention rate.

Page 20: Identifying At-Risk Students With Two- Phased Regression Models Jing Wang-Dahlback, Director of Institutional Research Jonathan Shiveley, Research Analyst

20 Preliminary and Predicted 2-Year Retention Rate(2013 Cohort)

Withdrew Persisted0%

10%

20%

30%

40%

50%

60%

70%

80%

90%

100%

26.9%

73.1%

23.8%

76.2%

2-Year Retention (Early Model)

Preliminary Predicted

Withdrew Persisted0%

10%

20%

30%

40%

50%

60%

70%

80%

90%

100%

26.9%

73.1%

23.5%

76.5%

2-Year Retention (Final Model)

Preliminary Predict

Page 21: Identifying At-Risk Students With Two- Phased Regression Models Jing Wang-Dahlback, Director of Institutional Research Jonathan Shiveley, Research Analyst

21 Prediction Results (2013 Cohort)

Preliminary and Predicted 2-Year Retention Rate

Early Model

 

Preliminary

TotalWithdraw PersistPredicted Withdraw 682 118 800

Persist 222 2344 2566

Total 904 2462 3366

Preliminary 26.9% 73.1%

Predict 23.8% 76.2%

Differ 3.1% -3.1%

Overall Correctly predicted: 89.9%

Preliminary and Predicted 2-Year Retention Rate

Final Model

 

Preliminary

TotalWithdraw PersistPredicted Withdraw

694 96 790

Persist 210 2366 2576

Total904 2462 3366

Preliminary 26.9% 73.1%

Predicted 23.5% 76.5%

Differ 3.4% -3.4%

Overall Correctly predicted: 90.9%

Page 22: Identifying At-Risk Students With Two- Phased Regression Models Jing Wang-Dahlback, Director of Institutional Research Jonathan Shiveley, Research Analyst

2 Year Retention: The Differences Between The Early and Final Model

1. Early Models can be used for early intervention purposes during mid-spring semester of the second year. The Final Models can be used to contact at-risk students during the summer before the third academic year.

2. The accuracy of Early Models and Final Models are at similar levels. The gap between predicted retention and actual retention rate is 3.1% vs. 3.4%, and overall correctly predicted was 89.9% vs. 90.9%, respectively.

3. Two-year retention models are more accurate than one-year retention models because the actual withdrawals from previous semesters have been included as the part of the prediction.

Page 23: Identifying At-Risk Students With Two- Phased Regression Models Jing Wang-Dahlback, Director of Institutional Research Jonathan Shiveley, Research Analyst

Calculating the Risk Score for Each Student

One year calculation:

Early Model: 1-Year Retention Risk Score = -3.044 + 0.260*HSGPA - 0.478*Fulltimefirstterm + 1.534*Term1_GPA + 0.041*Term1_UNO + 0.439*Repeat1

Final Model: 1-Year Retention Risk Score = -4.323 - 0.306*URM - 0.426*Remed_ind - 0.455*HSGPA - 0.002*Distance - 0.453*UNIVLCommunity + 3.504*Term2_GPA + 0.036*Term2_UNO .

Two year calculation:

Early Model: 2-Year Retention Risk Score = -5.222 - 0.475*Remed_ind - 0.403*HSGPA + 0.342*Equity all + 3.338*Term3_GPA +0.057*Term3_UNO - 0.606*Repeat2 -1.034*MajorChange3 - 1.059*Major_und4.

Final Model: 2-Year Retention Risk Score = -10.006 - 0.838*Gender1 - 1.027*Remed_ind - 0.681*HSGPA + 0.570*Equity all +5.615*Term4_GPA + 0.104*Term4_UNO - 1.048*Repeat2.

Page 24: Identifying At-Risk Students With Two- Phased Regression Models Jing Wang-Dahlback, Director of Institutional Research Jonathan Shiveley, Research Analyst

24Identify Student at Risk by Using the Final Models1. 582 students

were subsequently identified as being at-risk and may not return in Fall 2015, including 223 actual withdrawals before Spring 2015.

2. After checking the current registration status (as of 6/29), those who had registered for Fall 2015 were included in the contact list.

2014 Cohort: 1-

Year Retention

(N= 3,695)

1. 790 students were subsequently identified as being at-risk and may not return in Fall 2015, including141 actual withdrawals before Spring 2015.

2. After checking the current registration status (as of 6/29), those who had registered for Fall 2015 were included in the contact list.

2013 Cohort: 2-

Year Retention(N=3,366)

Page 25: Identifying At-Risk Students With Two- Phased Regression Models Jing Wang-Dahlback, Director of Institutional Research Jonathan Shiveley, Research Analyst

25 Intervention During Summer 2015

First Group of Students•Enrolled in Spring 2015 with a high risk score•May or may not register for Fall 2015 •Need to encourage them to register for all 2015

Second Group of Students•Withdrew or stopped out during Spring 2015 •Have not registered for Fall 2015•Need to recruit them back in Fall 2015

Third Group of Students•Withdrew or stopped out at least a year ago •Must reapply for this University if they plan to come back•Need to provide guidelines outlining the admission procedure

Page 26: Identifying At-Risk Students With Two- Phased Regression Models Jing Wang-Dahlback, Director of Institutional Research Jonathan Shiveley, Research Analyst

26 Contact Lists for Intervention

Term4 Dept.

Registered

Term4 ENR

Term3 ENR

Term2 ENR

Ret2_Score

Ret2_Pre

Term4_GPA

Term4_UNO

ART 0 1 1 1 -1.39 0 1.7 29

COMS 1 1 1 1 -2.78 0 1.6 29

COMS 1 1 1 1 -1.92 0 1.83 18

COMS 1 1 1 1 -1.08 0 1.78 27

COMS 0 1 1 1 -0.96 0 1.94 29

DOD 0 1 1 1 -0.03 0 2.1 21

HIST 0 1 1 1 -1.22 0 1.55 36

PHIL 1 1 1 1 -2.35 0 1.52 27

THEA 1 1 1 1 -0.56 0 1.48 30

BUS 0 1 1 1 -3.95 0 1.44 16

Term2Dept.

Registered

Term2 ENR

Ret1 Score

Ret1 Pre

Term2GPA

Term2 UNO

ART 0 1 -2.11 0 1.33 6

ART 1 1 -1.37 0 1.46 12

COMS 0 1 -6.71 0 0 0

COMS 0 1 -6.53 0 0 0

COMS 0 1 -5.47 0 0 0

COMS 0 1 -4.72 0 0.38 6

COMS 0 1 -3.52 0 0.6 9

COMS 0 1 -1.51 0 1.18 15

COMS 0 1 -1.5 0 1.22 12

COMS 0 1 -1.48 0 1.14 14

2013 Cohort 2014 Cohort

Page 27: Identifying At-Risk Students With Two- Phased Regression Models Jing Wang-Dahlback, Director of Institutional Research Jonathan Shiveley, Research Analyst

27The Quality of Prediction Models for Retention

High percent of overall correctly predicted:

i. Early Model: 84% correctly predicted for 1-year retention when using to predict the retention rates for the 2014 cohort.

ii. Final Model: 88% correctly predicted for 1-year retention when using to predict the retention rates for the 2014 cohort.

iii. Early Model: 90% correctly predicted for 2-year retention when using to predict the retention rates for the 2013 cohort.

iv. Final Model: 91% correctly predicted for 2-year retention when using to predict the retention rates for the 2013 cohort.

v. All the results will need to be re-checked by using the Fall 2015 census files (currently not available).

Page 28: Identifying At-Risk Students With Two- Phased Regression Models Jing Wang-Dahlback, Director of Institutional Research Jonathan Shiveley, Research Analyst

28 Discussion: Unsolved Issues

The following issues with the Regression Models need to be addressed or resolved:

1. Negative correlation between high school GPA and 1-year retention or 2-year retention with three of the four models.

2. Negative correlation between the Learning Community and 1-year retention rates with the Final Model.

3. Overall unit completion has a low odds ratio compared to other predictors even though it is still a powerful predictor for retention.

4. When using regression models to predict the retention for different cohorts, the accuracy has decreased slightly by year. For example, 1-year retention models had 1% to 2% higher accuracy of prediction for the 2013 cohort than for the 2014 cohort.

5. It is difficult to predict if or when the students will return after they have stopped out one or more semesters due to of lack of information.

Page 29: Identifying At-Risk Students With Two- Phased Regression Models Jing Wang-Dahlback, Director of Institutional Research Jonathan Shiveley, Research Analyst

Questions?

Contact Information:

Jing Wang-Dahlback Director of Research

Office of Institutional ResearchCalifornia State University, Sacramento

Email: [email protected]

Sacramento State OIR Website:

http://www.csus.edu/oir/