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Common Coauthors
Commonly Cited References
Action Title Year Authors # of times referenced
+ Some Historical Issues and Paradoxes Regarding the Concept of Infinity: An Apos-Based Analysis: Part 1 2005 Ed Dubinsky
Kirk Weller
M. McDonald
A. H. F. Brown
2
+ The concept of irrational numbers in high-school students and prospective teachers 1995 Efraim Fischbein
Ruth Jehiam
Dorit Cohen
2
+ PDF Chat Conceptual Change in Mathematics: Understanding the Real Numbers 2006 Kaarina Merenluoto
Erno Lehtinen
1
+ Teaching the Proof Process 1996 Euda E. Dean
1
+ None 2001 Keith Weber
1
+ PDF Chat None 2003 Murali Raman
1
+ Research issues in undergraduate mathematics learning : preliminary analyses and results 1994 James J. Kaput
Ed Dubinsky
1
+ The History of the Concept of Function and Some Educational Implications 1992 João Pedro da Ponte
1
+ Mathematical objects through the lens of two different theoretical perspectives: APOS and OSA 2015 Vicenç Font
María Trigueros
Edelmira Rosa Badillo Jiménez
Norma Rubio
1
+ Developing mathematical modelling skills: The role of CAS 2002 John Berry
1
+ PDF Chat Validations of Proofs Considered as Texts: Can Undergraduates Tell Whether an Argument Proves a Theorem? 2003 Annie Selden
John Selden
1
+ PDF Chat Geometrical representations in the learning of two-variable functions 2009 María Trigueros
Rafael Martínez-Planell
1
+ Examining Preservice Elementary Mathematics Teachers' Understandings About Irrational Numbers 2011 Bülent Güven
Erdem Çekmez
İlhan Karataş
1
+ Students’ understanding of the general notion of a function of two variables 2012 Rafael Martínez-Planell
María Trigueros
1
+ Functorial admissible quasi-uniformities on topological spaces 1992 Hans-Peter A. Künzi
1
+ The completeness property of the set of real numbers in the transition from calculus to analysis 2007 Analía Bergé
1
+ Adding It Up: Helping Children Learn Mathematics 2013 Jeremy Kilpatrick
Jane O. Swafford
Bradford R. Findell
1
+ Irrational Numbers: The Gap between Formal and Intuitive Knowledge 2006 Natasa Sirotic
Andrina Zazkis
1
+ Students’ perceptions of the completeness property of the set of real numbers 2010 Analía Bergé
1
+ Traditional instruction in advanced mathematics courses: a case study of one professor’s lectures and proofs in an introductory real analysis course 2004 Keith Weber
1
+ PDF Chat Two remarks on A. Gleason’s factorization theorem 1970 Giovanni Vidossich
1
+ Semilattices of totally bounded quasi-uniformities 2001 Hans-Peter A. Künzi
Attila Losonczi
1
+ Textbook research in mathematics education: development status and directions 2013 Lianghuo Fan
Yan Zhu
Zhenzhen Miao
1
+ Mathematical Modeling in the Primary School: Children's Construction of a Consumer Guide 2006 Lyn D. English
1
+ Promoting students’ graphical understanding of the calculus 2003 John Berry
Melvin A. Nyman
1
+ Mathematical Discovery, On Understanding, Learning, and Teaching Problem Solving. 1966 Herbert S. Zuckerman
George Pólya
1
+ A survey of mathematics undergraduates' interaction with proof: some implications for mathematics education 2000 Dennis Almeida
1
+ Proof constructions and evaluations 2009 Andreas J. Stylianides
Gabriel J. Stylianides
1
+ Undergraduate mathematics majors’ writing performance producing proofs and counterexamples about continuous functions 2009 Yi-Yin Ko
Eric Knuth
1
+ Irrational numbers on the number line – where are they? 2007 Natasa Sirotic
Rina Zazkis
1
+ To assess students' attitudes, skills and competencies in mathematical modeling 2005 Thomas Lingefjärd
Mikael Holmquist
1
+ Understanding and describing mathematical knowledge for teaching: knowledge about proof for engaging students in the activity of proving 2008 Andreas J. Stylianides
Deborah Loewenberg Ball
1
+ Productivity of coreflective subcategories of uniform spaces 1978 Miroslav Hušek
Michael Rice
1
+ PDF Chat Ultrafilters and compactification of uniform spaces 1948 Samuel Pierre
1
+ On the dual nature of mathematical conceptions: Reflections on processes and objects as different sides of the same coin 1991 Anna Sfard
1
+ Making the transition to formal proof 1994 Robert C. Moore
1
+ Mathematicians’ perspectives on their pedagogical practice with respect to proof 2011 Keith Weber
1
+ Levels of students’ “conception” of fractions 2011 Marilena Pantziara
George Philippou
1
+ Topological spaces with a coarsest compatible quasi-uniformity 2000 Attila Losonczi
1
+ Designing Representations: Reasoning About Functions of Two Variables 1997 Michal Yerushalmy
1
+ PDF Chat Representing numbers: prime and irrational 2005 Rina Zazkis
1
+ Enacting Proof-Related Tasks in Middle School Mathematics: Challenges and Opportunities 2010 Kristen N. Bieda
1
+ Textbook research as scientific research: towards a common ground on issues and methods of research on mathematics textbooks 2013 Lianghuo Fan
1
+ Why Johnny Can’t Prove 1999 Tommy Dreyfus
1
+ Using Model-Eliciting Activities for Primary Mathematics Classrooms 2008 Eric Chun Ming Chan
1
+ Model-Eliciting Activities as a Tool to Develop and Identify Creatively Gifted Mathematicians 2005 Scott A. Chamberlin
Sidney M. Moon
1
+ PDF Chat Some remarks on quasi-uniform spaces 1989 Hans-Peter A. Künzi
1
+ Generalized proximity and uniform spaces. II 1964 Miroslav Hušek
1
+ Student Understanding of the Cartesian Connection: An Exploratory Study 2000 Eric Knuth
1
+ PDF Chat Topological Spaces with a Unique Compatible Quasi-Uniformity 1971 William F. Lindgren
1