The Role of Mathematical Symbols in the Development of Number Conceptualization: The Case of the Minus Sign
By Joëlle Vlassis. 2008
89 citations recorded by the source corpus.
Subfields: Developmental and Educational Psychology, Education, Statistics and Probability
View Paper: https://www.semanticscholar.org/paper/cd55a3d0234b9dc607d4a444500e7fe534ec6005
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Developmental and Educational Psychology
In Education
- Laura Bofferding
- M. Stephan
- Radolph A. Philipp
- Melinda L. Lewis
- J. Bishop
- D. Suryadi
- Lisa L. C. Lamb
- T. Turmudi
In Statistics and Probability
- Laura Bofferding
- M. Stephan
- Radolph A. Philipp
- Melinda L. Lewis
- J. Bishop
- Lisa L. C. Lamb
- Ian Whitacre
- Bonnie P. Schappelle
Citations in the corpus
- Teaching and Learning Activities in Classroom and Their Impact on Student Misunderstanding: A Case Study on Negative Integers (2019, background): “Vlassis (2008) proposed three level conceptualizations of negative numbers that are further elaborated in the nature of a minus sign.”
- Obstacles and Affordances for Integer Reasoning: An Analysis of Children's Thinking and the History of Mathematics (2014, background): “Students’ Integer Understanding In much of the integer-related research pertaining to students’ understanding, researchers have documented the abilities of students in Grades 5–12 to compute (e.g., Gallardo, 1995, 2002; Kloosterman, 2012, in press; Thomaidis & Tzanakis, 2007; Vlassis, 2002, 2008).”
- Negative Integer Understanding: Characterizing First Graders' Mental Models (2014, background): “Two major theories influenced the design of the study and analysis of the results: Vosniadou’s (1994) theory of conceptual change and Case’s (1996) theory of central conceptual structures for number (CCSN).”
- A Proposed Instructional Theory for Integer Addition and Subtraction (2012, background): “Many researchers have interviewed, surveyed, and conducted teaching experiments (Steffe & Thompson, 2000) as a way to document students’ conceptions of integers from very early ages (Bofferding, 2010) to early adolescence (Gallardo, 2002; Vlassis, 2004, 2008).”