A Learning Trajectory in 6-Year-Olds' Thinking about Generalizing Functional Relationships.
By M. Blanton, B. Brizuela, Angela Murphy Gardiner, Katie Sawrey, Ashley Newman-Owens. 2015
140 citations recorded by the source corpus.
Subfields: Education, Statistics and Probability
View Paper: https://www.semanticscholar.org/paper/dd283e44c82dd8561be1fadaac763f385a35acae
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Education
- Eric J. Knuth
- Ana C. Stephens
- Angela Murphy Gardiner
- M. Blanton
- Isil Isler
- Susanne Strachota
- Ashley Newman-Owens
- B. Brizuela
In Statistics and Probability
- Ana C. Stephens
- M. Blanton
- Angela Murphy Gardiner
- Eric J. Knuth
- Isil Isler
- Ashley Newman-Owens
- B. Brizuela
- Nicole L. Fonger
Citations in the corpus
- A Learning Progression for Elementary Students’ Functional Thinking (2017, background): “The ordering of levels of sophistication in a progression can be informed by both the shifts observed in student thinking over time as well as the types of thinking that might be viewed as more sophisticated from a disciplinary perspective (e.g., Battista, 2004; Blanton et al., 2015).”
- Children’s Use of Variables and Variable Notation to Represent Their Algebraic Ideas (2015, background): “…school students (grades 3–5) have had early algebra experiences that include regular use of variables, they outperform comparison students on assessment items that include, among others, variables and algebraic expressions (Blanton et al., 2015; Brizuela, Martinez, & Cayton-Hodges, 2013).”