Quantitative Measures of Mathematical Knowledge (eBook, PDF)
Researching Instruments and Perspectives
Redaktion: Bostic, Jonathan; Shih, Jeffrey; Krupa, Erin
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Quantitative Measures of Mathematical Knowledge (eBook, PDF)
Researching Instruments and Perspectives
Redaktion: Bostic, Jonathan; Shih, Jeffrey; Krupa, Erin
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Written for assessment scholars and students both in mathematics education and across educational contexts, this book presents innovative research and perspectives on quantitative measures, including their associated purpose statements and validity arguments.
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Written for assessment scholars and students both in mathematics education and across educational contexts, this book presents innovative research and perspectives on quantitative measures, including their associated purpose statements and validity arguments.
Dieser Download kann aus rechtlichen Gründen nur mit Rechnungsadresse in A, B, BG, CY, CZ, D, DK, EW, E, FIN, F, GR, HR, H, IRL, I, LT, L, LR, M, NL, PL, P, R, S, SLO, SK ausgeliefert werden.
Produktdetails
- Produktdetails
- Verlag: Taylor & Francis
- Seitenzahl: 266
- Erscheinungstermin: 29. April 2019
- Englisch
- ISBN-13: 9780429942242
- Artikelnr.: 56524023
- Verlag: Taylor & Francis
- Seitenzahl: 266
- Erscheinungstermin: 29. April 2019
- Englisch
- ISBN-13: 9780429942242
- Artikelnr.: 56524023
- Herstellerkennzeichnung Die Herstellerinformationen sind derzeit nicht verfügbar.
Jonathan Bostic is an associate professor of mathematics education at Bowling Green State University, USA. Erin Krupa is an assistant professor of mathematics education at North Carolina State University, USA. Jeffrey Shih is an associate professor of mathematics education at the University of Nevada, Las Vegas, USA.
1. Validation in Mathematics Education: An Introduction to Quantitative
Measures of Mathematical Knowledge: Researching Instruments and
Perspectives - Erin E. Krupa, Jonathan Bostic, and Jeff Shih
2. The Form of Mathematics in Assessment Items: How Items Convey and
Measure Multiplicative Reasoning Differently - Karl W. Kosko
3. Substantiating claims about students' algebraic reasoning: Initial
evidence based on response processes and internal structure - Lindsey
Perry, Leanne R. Ketterlin-Geller, and Cassandra Hatfield
4. A Validation Approach to Middle-grades Learning Trajectories within a
Digital Learning System applied to the "Measurement of
Characteristics of Circles" - Jere Confrey and Emily Toutkoushian
5. Assessing college-ready data-based reasoning - Amy Arneson, Diah
Wihardini, and Mark Wilson
6. A Validity Argument for an Undergraduate Mathematics Concept
Inventory - Kathleen Melhuish and Michael D. Hicks
7. Developing a construct map for teacher attentiveness - Michele
Carney, Tatia Totorica, Laurie Cavey, and Patrick R. Lowenthal
8. A validation process for complex knowledge: The Standards for
Mathematical Practice Konwledge-Gabriel Matney, Jonathan D. Bostic,
and Mathew Lavery
9. Reflecting on the past and looking ahead at opportunities in
quantitative measurement of K-12 students' content knowledge -
Jonathan Bostic, Erin Krupa, Michele Carney, and Jeff Shih
10. Future Directions in the Measurement of Mathematics Teachers'
Competencies - Heather Howell, Elizabeth Stone, and Michael Kane
Measures of Mathematical Knowledge: Researching Instruments and
Perspectives - Erin E. Krupa, Jonathan Bostic, and Jeff Shih
2. The Form of Mathematics in Assessment Items: How Items Convey and
Measure Multiplicative Reasoning Differently - Karl W. Kosko
3. Substantiating claims about students' algebraic reasoning: Initial
evidence based on response processes and internal structure - Lindsey
Perry, Leanne R. Ketterlin-Geller, and Cassandra Hatfield
4. A Validation Approach to Middle-grades Learning Trajectories within a
Digital Learning System applied to the "Measurement of
Characteristics of Circles" - Jere Confrey and Emily Toutkoushian
5. Assessing college-ready data-based reasoning - Amy Arneson, Diah
Wihardini, and Mark Wilson
6. A Validity Argument for an Undergraduate Mathematics Concept
Inventory - Kathleen Melhuish and Michael D. Hicks
7. Developing a construct map for teacher attentiveness - Michele
Carney, Tatia Totorica, Laurie Cavey, and Patrick R. Lowenthal
8. A validation process for complex knowledge: The Standards for
Mathematical Practice Konwledge-Gabriel Matney, Jonathan D. Bostic,
and Mathew Lavery
9. Reflecting on the past and looking ahead at opportunities in
quantitative measurement of K-12 students' content knowledge -
Jonathan Bostic, Erin Krupa, Michele Carney, and Jeff Shih
10. Future Directions in the Measurement of Mathematics Teachers'
Competencies - Heather Howell, Elizabeth Stone, and Michael Kane
1. Validation in Mathematics Education: An Introduction to Quantitative
Measures of Mathematical Knowledge: Researching Instruments and
Perspectives - Erin E. Krupa, Jonathan Bostic, and Jeff Shih
2. The Form of Mathematics in Assessment Items: How Items Convey and
Measure Multiplicative Reasoning Differently - Karl W. Kosko
3. Substantiating claims about students' algebraic reasoning: Initial
evidence based on response processes and internal structure - Lindsey
Perry, Leanne R. Ketterlin-Geller, and Cassandra Hatfield
4. A Validation Approach to Middle-grades Learning Trajectories within a
Digital Learning System applied to the "Measurement of
Characteristics of Circles" - Jere Confrey and Emily Toutkoushian
5. Assessing college-ready data-based reasoning - Amy Arneson, Diah
Wihardini, and Mark Wilson
6. A Validity Argument for an Undergraduate Mathematics Concept
Inventory - Kathleen Melhuish and Michael D. Hicks
7. Developing a construct map for teacher attentiveness - Michele
Carney, Tatia Totorica, Laurie Cavey, and Patrick R. Lowenthal
8. A validation process for complex knowledge: The Standards for
Mathematical Practice Konwledge-Gabriel Matney, Jonathan D. Bostic,
and Mathew Lavery
9. Reflecting on the past and looking ahead at opportunities in
quantitative measurement of K-12 students' content knowledge -
Jonathan Bostic, Erin Krupa, Michele Carney, and Jeff Shih
10. Future Directions in the Measurement of Mathematics Teachers'
Competencies - Heather Howell, Elizabeth Stone, and Michael Kane
Measures of Mathematical Knowledge: Researching Instruments and
Perspectives - Erin E. Krupa, Jonathan Bostic, and Jeff Shih
2. The Form of Mathematics in Assessment Items: How Items Convey and
Measure Multiplicative Reasoning Differently - Karl W. Kosko
3. Substantiating claims about students' algebraic reasoning: Initial
evidence based on response processes and internal structure - Lindsey
Perry, Leanne R. Ketterlin-Geller, and Cassandra Hatfield
4. A Validation Approach to Middle-grades Learning Trajectories within a
Digital Learning System applied to the "Measurement of
Characteristics of Circles" - Jere Confrey and Emily Toutkoushian
5. Assessing college-ready data-based reasoning - Amy Arneson, Diah
Wihardini, and Mark Wilson
6. A Validity Argument for an Undergraduate Mathematics Concept
Inventory - Kathleen Melhuish and Michael D. Hicks
7. Developing a construct map for teacher attentiveness - Michele
Carney, Tatia Totorica, Laurie Cavey, and Patrick R. Lowenthal
8. A validation process for complex knowledge: The Standards for
Mathematical Practice Konwledge-Gabriel Matney, Jonathan D. Bostic,
and Mathew Lavery
9. Reflecting on the past and looking ahead at opportunities in
quantitative measurement of K-12 students' content knowledge -
Jonathan Bostic, Erin Krupa, Michele Carney, and Jeff Shih
10. Future Directions in the Measurement of Mathematics Teachers'
Competencies - Heather Howell, Elizabeth Stone, and Michael Kane