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Portugal’s Educational Asymmetries Through the Lens of PISA João Marôco, Ph. D. (PISA 2015 NPM) [email protected] 16 de maio 2017

Portugal’s Educational Asymmetries Through the Lens of PISAiave.pt/images/FicheirosPDF/Estudos_Internacionais/...Alentejo Central Alentejo Litoral Algarve Alto Alentejo Alto Minho

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  • Portugal’s Educational AsymmetriesThrough the Lens of PISA

    João Marôco, Ph. D. (PISA 2015 NPM)[email protected]

    16 de maio 2017

  • What is PISA?

  • (OECD, 2016)

    Programme for International Student Assessment …«(…) assesses the extent to which 15-year-old students, near the end of their compulsory education, have acquired key knowledge and skills that are essential for full participation in modern societies.»

    What is PISA?

    SCIENCE LITERACY: «the ability to engage with science related issues, and with the ideas of science, as a reflective citizen».

    READING LITERACY: «understanding, using, reflecting on and engaging with written texts, in order to achieve one’s goals, knowledge and potential, and to participate in society»

    MATHEMATICAL LITERACY:«capacity to formulate, employ and interpret mathematics in a variety of contexts; reasoning and using mathematical concepts, procedures, facts and tools to describe, explain and predict phenomena.»

    COLLABORATIVE PROBLEM SOLVING:

    «ability to work with two or more people to solve a problem.»

  • 33%

    33% 22%

    4%4%

    4%

    TEST DESIGN:Total testing time for all domains: 13h 30min.

    Test Duration: 2 h - Planned Missingness/Multiple Matrix Design( + 30 min. Student Questionnaire)

    • Major Domain – SCIENCE – 1 h testing – All Students• Minor Domains – Different Student proportions – 1 h testing• 66 Test versions

    STUDENTS, PARENTS and SCHOOL QUESTIONNAIRES

    What is PISA?

    The PISA test• Multiple choice and open-ended items• Variety of information sources/stimulus (texts, maps, graphics, figures and computer simulations• 3 Classical domains (SCIE, READ, MATH) + 1 New Domain (Collaborative Problem Solving)

  • Why should we care about PISA?

  • Why should we care about PISA?

    • Data from international standardized assessments can be useful in research on causal /correlational factors within or across education systems (Rey, 2010)

    • S. Breakspear (2012):o Policy-makers in most participating countries see PISA as an important indicator of system

    performance;o PISA reports impact policy problems and set the agendas for national policy debate; o Policymakers accept PISA as a valid and reliable instrument for internationally benchmarking system

    performance and changes over time; o Countries have started policy reforms in response to PISA reports

    «Your education today is your economy tomorrow!»Andreas Schleicher, OECD

    Breakspear S ‘The Policy Impact of PISA: An Exploration of the Normative Effects of International Benchmarking in School System Performance’, OECD Education Working Paper number 71, 2012

  • 72 Countries and Economies17 565 Schools

    509 000 Students

    143 000 Parents

    95 000 TeachersOECD MEMBERS: OECD PARTNERS:Australia, Austria, Belgium, Canada, Chile, Czech Republic,Denmark, Estonia, Finland, France, Germany, Greece,Hungary, Iceland, Ireland, Israel, Italy, Japan, Latvia,Luxembourg, Mexico, Netherlands, New Zealand, Norway,Poland, Portugal, Slovak Republic, Slovenia, Republic ofKorea, Spain, Sweden, Switzerland, Turkey, UnitedKingdom, United States of America.

    Albania, Algeria, Argentina, Brazil, Bulgaria,,Beijing-Shangai-Jiangsu-Guandong [B-S-J-G (China)], Hong Kong (China), Macau (China),Colombia, Costa Rica, Croatia, Cyprus, Dominican Republic, Georgia,Indonesia, Jordan, Kazakhstan, Kosovo, Lebanon, Lithuania, FYRMacedonia, Malaysia, Malta, Moldova, Montenegro, Peru, Qatar, Romania,Russian Federation, Singapore, Chinese Taipei, Thailand, Trinidad andTobago, Tunisia, United Arab Emirates, Uruguay, Vietnam.(italics – PBA)

    Who Participated in PISA 2015?

  • PISA 2015 Portugal

  • Schools/Students selected by a multistage random sampling procedure:• 1st Stage: Stratified (NUTS III and School type) random sample of schools• 2nd Stage: Simple random sample of students [15 yrs 3 mo. and 16 yrs 2 mo. who have completed at least 6 yrs of

    formal schooling either academic, vocational or professional].

    246 (222 public + 24 private or cooperative)(Sampling rate: 24%)

    4228 (M = 46.7 anos; 72% ♀)

    7325 (M = 15.8 years; 50% ♂) (Sampling rate: 7.5%)

    R. A. Azores: 21% (oversampling)A. M. Lisbon: 18%A. M. Porto: 13%Other NUTS III: 1 5 %

    6881 Parents/Legal guardians

    Sample

    Alto Minho AltoTâmegaTerras de

    Trás-os-Montes

    Cávado

    A. M. Porto

    AveTâmega e Sousa

    Douro

    Beiras e Serrada Estrela

    Beira Baixa

    Alto Alentejo

    Alentejo Central

    Baixo Alentejo

    Algarve

    Altentejo Litoral

    A.M. Lisboa

    Lezíria do Tejo

    Oeste

    Médio Tejo

    R. LeiriaR. Coimbra

    R. AveiroViseu Dão Lafões

    R. A. Açores

    R. A. Madeira

  • 459

    501*

    470

    498*

    454

    492ns

    2000 2003 2006 2009 2012 2015

    Ano

    SCIE READ MATH1000

    0

    OCDE

    Portugal

    Scor

    e on

    PIS

    A’s

    Scal

    e

    PRT PISA Results

  • 400 450 500 550READ Score

    PORTUGAL

    PISA 2015 Results by NUTS III

    450 475 500 525 550SCIE Score

    400 450 500 550MATH Score

  • Which variables can explain Regional Asymmetries?

  • Scientific Literacy:Major Domain in PISA 2015Strong Correlations withMath and Reading Literacies

    SCI as proxy for PISA literacy

    0

    200

    400

    600

    800

    1000

    0 200 400 600 800 1000

    SCI S

    core

    Score (MATH or READ)

    rSCI ,MATH = .89***

    rSCI, READ = .86***

  • SCI by NUTS III

    450 475 500 525 550SCIE Score Sig.< national mean = national mean Sig. > national mean

  • Which variables can explain Regional Asymmetries?

    Student level Parents level School level

  • Which variables can explain Regional Asymmetries?

    BELONG

    DISCLISCI

    EPIST

    INSTSCIE

    JOYSCIE

    MOTIVAT

    PRESUPP

    SCIEEFF

    b=-0.02

    b=0.11

    b=0.22

    b=0.07

    b=0.01

    b=0.10

    b=0.18

    b=0.12

    R2 = 0.31***

    BSMJ

    b=0.28LEVEL 1 OLSAssuming NO Regional Effects(IDB Analyzer v4.0)

  • Which variables can explain Regional Asymmetries?

    0

    100

    200

    300

    400

    500

    600

    700

    800

    900

    1000

    0 20 40 60 80 100

    SCI

    Scor

    e

    BSMJ Score

    y = 2,07x + 379,61R2 = 0,15***

    OECD R2 = 0,13

    Students’ Expected Occupational Status (BSMJ) The index of the expected occupational status Students’ responses concerning their expected occupation at age 30 and a description of this job. The index is derived from recoding the responses into four-digit International Standard Classification of Occupations (ISCO) codes, which are then mapped to the International Socio-Economic Index of Occupational Status (ISEI) index. Higher scores of BSMJ indicate higher levels of expected occupational status.

  • Which variables can explain Regional Asymmetries?

    450 475 500 525 550SCIE Score

    50 55 60 65 70BSMJ (ISEI) Score

  • Which variables can explain Regional Asymmetries?

    BELONG

    DISCLISCI

    EPIST

    INSTSCIE

    JOYSCIE

    MOTIVAT

    PRESUPP

    SCIEEFF

    b=0.01

    b=0.09

    b=0.24

    b=0.01

    b=0.02

    b=0.07

    b=0.15

    b=0.09

    BSMJ

    b=0.29LEVEL 1 HLM

    Clusters = NUTS IIIAv. Cluster Size = 293ICC = 0.04Des. Effect = 12.01(mPlus v7.2)

    STDYX Var =0.664*** R2 = 0.34***

  • Which variables can explain Regional Asymmetries?

    0,00 0,25 0,50 0,75 1,00

    Alentejo CentralAlentejo Litoral

    AlgarveAlto Alentejo

    Alto MinhoAlto TâmegaA. M. LisboaA. M. Porto

    AveBaixo Alentejo

    Beira BaixaBeiras e Serra da…

    CávadoDouro

    Lezíria do TejoMédio Tejo

    OesteR. A. Madeira

    R. A. AçoresRegião de Aveiro

    Região de CoimbraRegião de LeiriaTâmega e Sousa

    Terras de Trás-os-…Viseu Dão Lafões

    bSCI.BSJM

    p 0,05 p > 0,05

    Alentejo Central

    Alentejo Litoral

    Algarve

    Alto Alentejo

    Alto Minho

    Alto Tâmega

    A. M. Lisboa

    A. M. Porto

    Ave

    Baixo Alentejo

    Beira Baixa

    Beiras e Serra da Estrela

    Cávado

    Douro

    Lezíria do Tejo

    Médio TejoOeste

    R. A. Madeira

    R. A. Açores

    Região de Aveiro

    Região de CoimbraRegião de Leiria

    Tâmega e Sousa Terras de Trás-os-Montes

    Viseu Dão Lafões

    y = 2,9162x + 322,16R² = 0,1638

    440

    460

    480

    500

    520

    540

    30 40 50 60 70 80

    SCI

    Scor

    e

    BSMJ Score

    OECD PRT

  • Which variables can explain Regional Asymmetries?

    0

    100

    200

    300

    400

    500

    600

    700

    800

    900

    1000

    -4 -2 0 2

    SCI

    Scor

    e

    EPIST Score

    y = 33,42x + 494,47R2 = 0,13***

    OECD R2 = 0,10

    EPIST: Epistemological Beliefs

    Students beliefs about the nature of knowledge in science and about the validity of scientific methods of enquiry as a source of knowing. Students whose epistemic beliefs are in agreement with current views about the nature of science can be said to value scientific approaches to enquiry.

  • Which variables can explain Regional Asymmetries?

    450 475 500 525 550SCIE Score

    0.1 0.2 0.3 0.4 0.5EPIST Score

  • Which variables can explain Regional Asymmetries?

    Alentejo Central

    Alentejo Litoral

    Algarve

    Alto Alentejo

    Alto Minho

    Alto Tâmega

    A. M. Lisboa

    A. M. Porto

    Ave

    Baixo Alentejo

    Beira Baixa

    Beiras e Serra da Estrela

    Cávado

    Douro

    Lezíria do Tejo

    Médio TejoOeste

    R. A. Madeira

    R. A. Açores

    Região de Aveiro

    Região de CoimbraRegião de Leiria

    Tâmega e Sousa Terras de Trás-os-Montes

    Viseu Dão Lafões

    y = 71,181x + 480,04R² = 0,1768***

    440

    460

    480

    500

    520

    540

    -0,5 -0,3 0,0 0,3 0,5 0,8 1,0

    SCI

    Scor

    e

    EPIST Score

    OECD PRT

    0,00 0,25 0,50 0,75 1,00

    Alentejo CentralAlentejo Litoral

    AlgarveAlto Alentejo

    Alto MinhoAlto TâmegaA. M. LisboaA. M. Porto

    AveBaixo Alentejo

    Beira BaixaBeiras e Serra da Estrela

    CávadoDouro

    Lezíria do TejoMédio Tejo

    OesteR. A. Madeira

    R. A. AçoresRegião de Aveiro

    Região de CoimbraRegião de LeiriaTâmega e Sousa

    Terras de Trás-os-…Viseu Dão Lafões

    bSCI.BSJM

    p 0,05 p > 0,05

  • Which variables can explain Regional Asymmetries?

    Student level Parents level School level

  • Which variables can explain Regional Asymmetries?

    R2 = 0.16***

    ESCS

    PQGENSCI

    PQSCHOOL

    b=0.11

    b=-0.03

    EMOSUPP

    b=0.34

    CURSUPP

    b=0.08

    b=-0.05

    LEVEL 1 OLSAssuming NO Regional Effects(IDB Analyzer v4.0)

  • Which variables can explain Regional Asymmetries?

    R2 = 0.19***

    ESCS

    PQGENSCI

    PQSCHOOL

    b=0.11

    b=-0.03

    EMOSUPP

    b=0.29

    CURSUPP

    b=0.01

    b=-0.05

    LEVEL 1 HLM

    Clusters = NUTSIIIAv. Cluster Size = 293ICC = 0.04Des. Effect = 12.01(mPlus v7.2)

    STDYX Var =0.811***

  • 0

    100

    200

    300

    400

    500

    600

    700

    800

    900

    1000

    -4,0 -3,0 -2,0 -1,0 0,0 1,0 2,0 3,0

    SCI

    Scor

    e

    ESCS

    y = 30,84x + 513,57R2 = 0,15***

    OECD R2 = 0,13

    Which variables can explain Regional Asymmetries?

    ESCS - index of economic, social and cultural status (ESCS) was derived from three variables related to family background: parents’ highest level of education (PARED), parents’ highest occupation status (HISEI), and home possessions (HOMEPOS), including books in the home. HOMEPOS is a proxy measure for family wealth.

  • 450 475 500 525 550SCIE Score

    -1.00-0.75-0.50-0.25ESCS Score

    Which variables can explain Regional Asymmetries?

  • 0,00 0,25 0,50 0,75 1,00

    R. A. AçoresR. A. Madeira

    AlgarveAlentejo Central

    Alto AlentejoLezíria do TejoBaixo Alentejo

    Alentejo LitoralA.M. Lisboa

    Beiras Serra EstrelaMédio TejoBeira Baixa

    Viseu Dão LafõesR. Leiria

    R. CoimbraR. Aveiro

    OesteTerras de Trás-os-Montes

    DouroTâmega e Sousa

    Alto TâmegaA.M. Porto

    AveCávado

    Alto Minho

    bSCI. ESCS

    Alentejo Central

    Alentejo Litoral

    Algarve

    Alto Alentejo

    Alto Minho

    Alto Tâmega

    A. M. Lisboa

    A. M. Porto

    Ave

    Baixo Alentejo

    Beira Baixa

    Beiras e Serra da Estrela

    Cávado

    Douro

    Lezíria do Tejo

    Médio TejoOeste

    R. A. Madeira

    R. A. Açores

    Região de Aveiro

    Região de Coimbra

    Região de Leiria

    Tâmega e Sousa

    Terras de Trás-os-Montes

    Viseu Dão Lafões

    y = 48,706x + 521,89R² = 0,4528

    450

    460

    470

    480

    490

    500

    510

    520

    530

    540

    550

    -1,4 -1,2 -1 -0,8 -0,6 -0,4 -0,2 0 0,2 0,4

    Mea

    n SC

    I Sc

    ore

    Mean ESCS

    Overall PRT R2 = 0,15 OECD R2 = 0,13

    p 0,05 p > 0,05

    Which variables can explain Regional Asymmetries?

    OECDPRT

  • Which variables can explain Regional Asymmetries?

    Student level Parents level School level

  • R2 = 0.301***

    Which variables can explain Regional Asymmetries?

    SCHTYPE

    CLSIZE

    STUDBEHAV b=0.22

    STAFSHORT

    b=-0.10

    TEACHBEHAV

    RATCMP1

    SCIRES

    PROSTCE

    b=-0.39

    b=-0.12

    b=0.31

    b=-0.17b=0.18

    b=0.02

    LEVEL 1 OLS Aggregated at Schools’ levelAssuming NO Regional Effects(PV1-10 on SCH Level Variables with SCHWEIGHTS)

    EDUSHORTb=-0.17

  • Which variables can explain Regional Asymmetries?

    300

    350

    400

    450

    500

    550

    600

    650

    700

    -4 -2 0 2 4

    SCI

    Scor

    e

    STUDBEHA

    y = -3,81x + 483,21R2 = 0,01*

    PRTOECD

    Região de Coimbra R. A. Açores Alentejo Central

    STUDBEHAV - Student behaviours hindering learning School principals’ views of how student behaviours affects learning.

  • Which variables can explain Regional Asymmetries?

    3 LEVEL HLMClusters = NUTSIII CNTSCHIDAv. Cluster Size = 33.4ICC = 0.167; Des. Effects = 6.4STDYX Var =0.643***Assuming constant slopes R2 = 0.34***

    SCHTYPE

    CLSIZE

    STUDBEHAV b=0.24

    EDUSHORT

    b=-0.19

    TEACHBEHAV

    RATCMP1

    SCIRES

    PROSTCE

    b=-0.31

    b=-0.09

    b=0.135

    b=-0.19b=0.05

    b=0.04

    STAFSHORT b=-0.05

  • Which variables can explain Regional Asymmetries?

    450 475 500 525 550SCIE Score

    -0.5 0.0 0.5STUDBEHA Score

  • Which variables can explain Regional Asymmetries?

    -1,5 -1,0 -0,5 0,0 0,5 1,0 1,5

    Alentejo CentralAlentejo Litoral

    AlgarveAlto Alentejo

    Alto MinhoAlto TâmegaA. M. LisboaA. M. Porto

    AveBaixo Alentejo

    Beira BaixaBeiras e Serra da Estrela

    CávadoDouro

    Lezíria do TejoMédio Tejo

    OesteR. A. Madeira

    R. A. AçoresRegião de Aveiro

    Região de CoimbraRegião de LeiriaTâmega e Sousa

    Terras de Trás-os-MontesViseu Dão Lafões

    bSCI.STUDBEHA

    p .05 p > .05

    Alentejo Central

    Alentejo Litoral

    Algarve

    Alto Alentejo

    Alto Minho

    Alto Tâmega

    A. M. LisboaA. M. Porto

    Ave

    Baixo Alentejo

    Beira BaixaBeiras e Serra da Estrela

    Cávado

    DouroLezíria do Tejo

    Médio TejoOeste

    R. A. MadeiraR. A. Açores

    Região de AveiroRegião de Coimbra

    Região de Leiria

    Tâmega e Sousa

    Terras de Trás-os-Montes

    Viseu Dão Lafões

    y = -16.176x + 499.92R² = 0.13

    440

    460

    480

    500

    520

    540

    -1,0 -0,8 -0,5 -0,3 0,0 0,3 0,5 0,8 1,0

    SCI

    Scor

    e

    STUDBEHA Score

    OECD PRT

  • 300

    350

    400

    450

    500

    550

    600

    650

    700

    10 15 20 25 30 35

    SCI

    Scor

    e

    CLSIZE

    PRT OECDy = 3.67x + 415.1

    R2 = 0,15***

    Which variables can explain Regional Asymmetries?

    Ave R. A. Açores Médio Tejo

  • Which variables can explain Regional Asymmetries?

    450 475 500 525 550SCIE Score

    20.0 22.5 25.0 27.5Mean CLSIZE

  • Which variables can explain Regional Asymmetries?

    Several schools/NUTS III with no data OR homogenous average class size per school

    !

    300

    350

    400

    450

    500

    550

    600

    650

    700

    10 15 20 25 30 35

    SCI

    Scor

    e

    CLSIZE

    PRT OECDy = 3.67x + 415.1

    R2 = 0,15***

    Alentejo Central

    Alentejo Litoral

    Algarve

    Alto Alentejo

    Alto Minho

    Alto Tâmega

    A. M. LisboaA. M. Porto

    Ave

    Baixo Alentejo

    Beira Baixa

    Beiras e Serra da Estrela

    Cávado

    DouroLezíria do Tejo

    Médio TejoOeste

    R. A. Madeira

    R. A. Açores

    Região de Aveiro

    Região de Coimbra

    Região de Leiria

    Tâmega e Sousa

    Terras de Trás-os-Montes

    Viseu Dão Lafões

    y = 0.9077x + 477.19R² = 0.01

    440

    460

    480

    500

    520

    540

    15 20 25 30SC

    I Sc

    ore

    CLSIZE

    OECDPRT

    Ave R. A. Açores Médio Tejo

  • So...

    Which variables can explain the regional differences in the PRT PISA results?

  • STANDARDIZED MODEL RESULTS

    STDYX Standardization

    Two-Tailed Rate ofEstimate S.E. Est./S.E. P-Value Missing

    Within LevelPVSCIE ON

    BSMJ 0.261 0.012 22.687 0.000 0.165EPIST 0.267 0.018 15.119 0.000 0.110ESCS 0.225 0.019 11.838 0.000 0.081

    Residual VariancesPVSCIE 0.718 0.014 50.793 0.000 0.095

    Between LevelPVSCIE ON

    CLSIZE 0.398 0.089 4.472 0.000 0.033STUBEHA -0.311 0.104 -2.995 0.003 0.039

    InterceptsPVSCIE 16.967 1.499 11.316 0.000 0.157

    Residual VariancesPVSCIE 0.764 0.078 9.746 0.000 0.031

  • R-SQUARE

    Within Level

    Observed Two-Tailed Rate ofVariable Estimate S.E. Est./S.E. P-Value Missing

    PVSCIE 0.282 0.014 19.902 0.000 0.095

    Between Level

    Observed Two-Tailed Rate ofVariable Estimate S.E. Est./S.E. P-Value Missing

    PVSCIE 0.236 0.078 3.007 0.003 0.031

  • Which variables can explain Regional Asymmetries?

    BSMJ

    EPIST

    ESCS

    CLSIZE

    b=0.26

    STUDBEH

    b=0.27

    b=0.23

    b=0.39

    b=-0.31

    ICC

    = 0

    .17*

    **

    R2 =

    0.2

    8***

    Level 1

    Level 2

    Level 3

    R2 =

    0.2

    4***

  • Portugal’s Educational AsymmetriesThrough the Lens of PISA

    Thank you!

    [email protected]