Training in Components of Problem-Solving Competence: An Experimental Study of Aspects of the Cognitive Potential Exploitation Hypothesis

Florian Buchwald; Jens Fleischer; Stefan Rumann; Joachim Wirth; Detlev Leutner

doi:10.1007/978-3-319-50030-0_19

Training in Components of Problem-Solving Competence: An Experimental Study of Aspects of the Cognitive Potential Exploitation Hypothesis

Research output: Contributions to collected editions/works › Chapter › peer-review

Standard

Training in Components of Problem-Solving Competence: An Experimental Study of Aspects of the Cognitive Potential Exploitation Hypothesis. / Buchwald, Florian; Fleischer, Jens; Rumann, Stefan et al.
Competence Assessment in Education: Research, Models and Instruments. ed. / Detlev Leutner; Jens Fleischer; Juliane Grünkorn; Eckard Klieme. Cham: Springer Nature, 2017. p. 315-331 (Methodology of Educational Measurement and Assessment).

Research output: Contributions to collected editions/works › Chapter › peer-review

Harvard

Buchwald, F, Fleischer, J, Rumann, S, Wirth, J & Leutner, D 2017, Training in Components of Problem-Solving Competence: An Experimental Study of Aspects of the Cognitive Potential Exploitation Hypothesis. in D Leutner, J Fleischer, J Grünkorn & E Klieme (eds), Competence Assessment in Education: Research, Models and Instruments. Methodology of Educational Measurement and Assessment, Springer Nature, Cham, pp. 315-331. https://doi.org/10.1007/978-3-319-50030-0_19

APA

Buchwald, F., Fleischer, J., Rumann, S., Wirth, J., & Leutner, D. (2017). Training in Components of Problem-Solving Competence: An Experimental Study of Aspects of the Cognitive Potential Exploitation Hypothesis. In D. Leutner, J. Fleischer, J. Grünkorn, & E. Klieme (Eds.), Competence Assessment in Education: Research, Models and Instruments (pp. 315-331). (Methodology of Educational Measurement and Assessment). Springer Nature. https://doi.org/10.1007/978-3-319-50030-0_19

Vancouver

Buchwald F, Fleischer J, Rumann S, Wirth J, Leutner D. Training in Components of Problem-Solving Competence: An Experimental Study of Aspects of the Cognitive Potential Exploitation Hypothesis. In Leutner D, Fleischer J, Grünkorn J, Klieme E, editors, Competence Assessment in Education: Research, Models and Instruments. Cham: Springer Nature. 2017. p. 315-331. (Methodology of Educational Measurement and Assessment). doi: 10.1007/978-3-319-50030-0_19

Bibtex

@inbook{253fbcfe902b475eb3636332078b3e95,

title = "Training in Components of Problem-Solving Competence: An Experimental Study of Aspects of the Cognitive Potential Exploitation Hypothesis",

abstract = "In this chapter, two studies are presented that investigate aspects of the cognitive potential exploitation hypothesis. This hypothesis states that students in Germany have cognitive potentials they do not use when solving subject-specific problems but that they do use when solving cross-curricular problems. This theory has been used to explain how students in Germany achieved relatively well on cross-curricular problem solving but relatively weakly on mathematical problem solving in the Programme for International Student Assessment (PISA) 2003. Our main research question in this chapter is: Can specific aspects of cross-curricular problem-solving competence (that is, conditional knowledge, procedural knowledge, and planning skills) be taught, and if so, would training in this area also transfer to mathematical problem solving? We investigated this question in a computer-based training experiment and a field-experimental training study. The results showed only limited effects in the laboratory experiment, although an interaction effect of treatment and prior problem-solving competence in the field-experiment indicated positive effects of training as well as a transfer to mathematical problem-solving for low-achieving problem-solvers. The results are discussed from a theoretical and a pedagogical perspective.",

keywords = "Analytical problem solving, Mathematical problem solving, Training, Transfer, Educational science",

author = "Florian Buchwald and Jens Fleischer and Stefan Rumann and Joachim Wirth and Detlev Leutner",

note = "Publisher Copyright: {\textcopyright} 2017, Springer International Publishing AG.",

year = "2017",

month = jan,

day = "1",

doi = "10.1007/978-3-319-50030-0_19",

language = "English",

isbn = "978-3-319-50028-7",

series = "Methodology of Educational Measurement and Assessment",

publisher = "Springer Nature",

pages = "315--331",

editor = "Detlev Leutner and Jens Fleischer and Juliane Gr{\"u}nkorn and Eckard Klieme",

booktitle = "Competence Assessment in Education",

address = "Germany",

}

RIS

TY - CHAP

T1 - Training in Components of Problem-Solving Competence

T2 - An Experimental Study of Aspects of the Cognitive Potential Exploitation Hypothesis

AU - Buchwald, Florian

AU - Fleischer, Jens

AU - Rumann, Stefan

AU - Wirth, Joachim

AU - Leutner, Detlev

PY - 2017/1/1

Y1 - 2017/1/1

N2 - In this chapter, two studies are presented that investigate aspects of the cognitive potential exploitation hypothesis. This hypothesis states that students in Germany have cognitive potentials they do not use when solving subject-specific problems but that they do use when solving cross-curricular problems. This theory has been used to explain how students in Germany achieved relatively well on cross-curricular problem solving but relatively weakly on mathematical problem solving in the Programme for International Student Assessment (PISA) 2003. Our main research question in this chapter is: Can specific aspects of cross-curricular problem-solving competence (that is, conditional knowledge, procedural knowledge, and planning skills) be taught, and if so, would training in this area also transfer to mathematical problem solving? We investigated this question in a computer-based training experiment and a field-experimental training study. The results showed only limited effects in the laboratory experiment, although an interaction effect of treatment and prior problem-solving competence in the field-experiment indicated positive effects of training as well as a transfer to mathematical problem-solving for low-achieving problem-solvers. The results are discussed from a theoretical and a pedagogical perspective.

AB - In this chapter, two studies are presented that investigate aspects of the cognitive potential exploitation hypothesis. This hypothesis states that students in Germany have cognitive potentials they do not use when solving subject-specific problems but that they do use when solving cross-curricular problems. This theory has been used to explain how students in Germany achieved relatively well on cross-curricular problem solving but relatively weakly on mathematical problem solving in the Programme for International Student Assessment (PISA) 2003. Our main research question in this chapter is: Can specific aspects of cross-curricular problem-solving competence (that is, conditional knowledge, procedural knowledge, and planning skills) be taught, and if so, would training in this area also transfer to mathematical problem solving? We investigated this question in a computer-based training experiment and a field-experimental training study. The results showed only limited effects in the laboratory experiment, although an interaction effect of treatment and prior problem-solving competence in the field-experiment indicated positive effects of training as well as a transfer to mathematical problem-solving for low-achieving problem-solvers. The results are discussed from a theoretical and a pedagogical perspective.

KW - Analytical problem solving

KW - Mathematical problem solving

KW - Training

KW - Transfer

KW - Educational science

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U2 - 10.1007/978-3-319-50030-0_19

DO - 10.1007/978-3-319-50030-0_19

M3 - Chapter

AN - SCOPUS:85077474729

SN - 978-3-319-50028-7

SN - 978-3-319-84301-8

T3 - Methodology of Educational Measurement and Assessment

SP - 315

EP - 331

BT - Competence Assessment in Education

A2 - Leutner, Detlev

A2 - Fleischer, Jens

A2 - Grünkorn, Juliane

A2 - Klieme, Eckard

PB - Springer Nature

CY - Cham

ER -

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