Projects
Reading
People
Chat
SU\G
(𝔸)
/K·U
Projects
Reading
People
Chat
Sign Up
Light
Dark
System
Does proof prove?: Students' emerging beliefs about generality and proof in middle school
Kristen N. Bieda
,
Christopher L. Holden
,
Eric Knuth
Type:
Article
Publication Date:
2006-11-09
Citations:
10
Share
Similar Works
Action
Title
Year
Authors
+
High School Students’ Understanding of Proof
2021
Josephine Derrick
Laurie O. Cavey
+
SECONDARY SCHOOL STUDENTS’ UNDERSTANDING OF MATHEMATICAL INDUCTION: STRUCTURAL CHARACTERISTICS AND THE PROCESS OF PROOF CONSTRUCTION
2011
Marina Palla
Despina Potari
Panagiotis Spyrou
+
Learners’ beliefs about the functions of proof: building an argument for validity
2021
Benjamin Shongwe
+
About the Teaching and Learning of Proof and Proving: Cognitive Issues, Curricular Issues and Beyond
2018
Lianghuo Fan
Keith Jones
+
Odds and evens: mathematical reasoning and informal proof among high school students
1998
Laurie D. Edwards
+
Proof in School Mathematics: Insights from Psychological Research into Students' Ability for Deductive Reasoning
2008
Gabriel J. Stylianides
Andreas J. Stylianides
+
Ways of knowing : high school students' conceptions of mathematical proof
1992
Daniel Isaac Chazan
+
The Development of Proof Construction in Middle Childhood
1997
Robert B. Ricco
+
MATHEMATICS TEACHERS’ CONCEPTIONS OF PROOF: IMPLICATIONS FOR EDUCATIONAL RESEARCH
2010
Yi-Yin Ko
+
Proof and proving in primary school: an experimental approach.
2009
Maria Giuseppina Bartolini
+
Proof in the Context of Middle Grades: Can We Label Middle School Arguments as Proof with a Capital P?
2022
David A. Yopp
R. Ely
Anne Adams
Annelise W. Nielsen
+
Why Ask Why: An Exploration of the Role of Proof in the Mathematics Classroom
2000
Joanna Bartlo
+
Proof: Examples and Beyond
2009
Eric Knuth
Jeffrey Choppin
Kristen N. Bieda
+
Preservice middle school mathematics teachers conceptions of proof
2015
Merve DilberoÄźlu
Gözde Kaplan Can
Çiğdem Haser
+
Beginning Proof-Writing Students' Beliefs and Misconceptions about Mathematics and Mathematical Proof
2003
Katrina Louise Piatek-Jimenez
+
Undergraduate Students' Beliefs and Misconceptions About Proof
2003
Katrina Louise Piatek-Jimenez
+
Assessing the Learning of Proofs in High School.
2011
Terra Stout
Jerry Dwyer
Jennifer Wilhelm
+
Pre-service teachers’ conceptions and beliefs of reasoning and proof in school mathematics
2023
Jakub Michal
+
Should proof be minimal? Ms T's evaluation of secondary school students’ proofs
2009
Pessia Tsamir
Dina Tirosh
Tommy Dreyfus
Ruthi Barkai
Michal Tabach
+
Understanding what a proof is: a classroom-based approach
2013
Hans Niels Jahnke
Ralf Wambach
Works That Cite This (8)
Action
Title
Year
Authors
+
MATHEMATICS TEACHERS’ CONCEPTIONS OF PROOF: IMPLICATIONS FOR EDUCATIONAL RESEARCH
2010
Yi-Yin Ko
+
Acceptance criteria for validating mathematical proofs used by school students, university students, and mathematicians in the context of teaching
2019
Daniel Sommerhoff
Stefan Ufer
+
PDF
Chat
The Mathematical Nature of Reasoning-and-Proving Opportunities in Geometry Textbooks
2014
Samuel Otten
Nicholas J. Gilbertson
Lorraine M. Males
Daniel Clark
+
Validating proofs and counterexamples across content domains: Practices of importance for mathematics majors
2012
Yi-Yin Ko
Eric Knuth
+
Beliefs and Mathematical Reasoning during Problem Solving across Educational Levels
2015
Ioannis Papadopoulos
+
Scaffolding Teacher Practice to Develop Early Algebraic Reasoning
2017
Jodie Hunter
Glenda Anthony
David Burghes
+
Valuing Informal Arguments and Empirical Investigations during Collective Argumentation
2012
David A. Yopp
+
Assessing the Learning of Proofs in High School.
2011
Terra Stout
Jerry Dwyer
Jennifer Wilhelm
Works Cited by This (6)
Action
Title
Year
Authors
+
How Well Do Students Write Geometry Proofs?
1985
Sharon L. Senk
+
Learning to understand what giving a proof really means
1977
Joop Van Dormolen
+
A study of pupils' proof-explanations in mathematical situations
1976
Alan Bell
+
What do children really believe?
1990
Keith Porteous
+
A Study of Proof Conceptions in Algebra
2000
LulĂş Healy
Celia Hoyles
+
Getting to know connected mathematics : an implementation guide
2004
Glenda Lappan