KEYNOTE ADDRESSES
Australian Space – Pushing Back the Frontiers – Pam Harris
Bringing Theory into The Classroom: The School as a Learning Environment for Teachers – Richard R. Skemp
Doing and Construing Mathematics in Screenspace – John Mason
Students’ Understanding of Geometry: Theoretical Perspectives – John Pegg
The Australian Research Council and its Role in Supporting Education Research – M H Brennan
RESEARCH PAPERS
Images and Definitions of Functions in Australian Schools and Universities – Stephen Arnold
Technology Enriched Instruction in Year 9 Algebra – Gary Asp, John Dowsey & Kaye Stacey
The Structured Classroom Interactions Schedule (SCIS): A Validation Study – Bill Atweh, Clare Christensen and Tom Cooper
A Philosophical Justification for Ethnomathematics and Some Implications for Education – Bill Barton
Gaining Insights by Comparing Processes – Andy Begg
Students’ Manipulation of Algebra Symbols and their Awareness of the Corresponding Conceptual Relationships – Alan Bell and John Malone
Challenging Primary Student Teachers’ Views about Mathematics Education – Fred Biddulph
Acquisition of Concept of Variable in a Traditional and Computer Intensive Algebra Curriculum – Monique A. M. Boers
The Graphics Calculator in Tertiary Mathematics – Monique A.M. Boers and Peter L. Jones
Constructivism, Learning and Cognitive Representation; The Case of Fraction Ideas – George Booker
Mathematics Education in First Year Pre-Service Primary Teachers – Elizabeth Buckingham
Sensitising Primary Student Teachers to Young Children’s Mathematical Ideas – Ken Carr
Guided Problem Solving for First Year Tertiary Students – Rodney Carr
Professional Development and the Secondary Mathematics Teacher: A Case Study – David Clarke, Paul Carlin, & Andrea Peter
Student Response Characteristics to Open-Ended Tasks in Mathematical and Other Academic Contexts – David Clarke, Peter Sullivan and Ursula Spandel
The Other Consequences of a Problem-Based Mathematics Curriculum – David Clarke, Margarita Wallbridge & Sherry Fraser
Multimodal Functioning in Novel Mathematical Problem Solving – Kevin F. Collis, Jane M. Watson & K. Jennifer Campbell
Students’ Certainty and Checking Behaviour During Mathematical Problem Solving – Cecilia Del Beato and Kaye Stacey
Letting Children Design the Curriculum – Brian Doig and John Lindsey
Implications of Newman Research for the Issue of “What is Basic in School Mathematics?” – Nerida Ellerton and M.A. (Ken) Clements
Some Pluses and Minuses of Radical Constructivism in Mathematics Education – Nerida Ellerton And M.A. (Ken) Clements
Gender and Perceptions of Mathematics Achievement Amongst Year 2 Students – Helen J Forgasz
Calculus Students’ Sources of Conviction – Sandra D Frid
Assessment in Mathematics – Some Alternatives – Lindsay Grimison
From Procedural Analogy to Understanding – Neil Hall
Mathematics, Computers and “At-Risk” Preschoolers – Neil Hall & Alison Elliott
Teachers’ Attitudes Towards the Student Use of Calculators in K-6 Mathematics Classes – Peter Howard
Teachers Making Meaning in Maths Or: What Does it Mean to Learn Maths? – Betty Johnston
Knowing and Meaning in Mathematics Classrooms: Perspectives Drawn from Wittgenstein’s Philosophy of Language – Clive Kanes
Comparison of Pattern-Based and Equation-Solving Approaches to Algebra – Mollie MacGregor and Kaye Stacey
Learning Environments in Mathematics: Exploring Pupil Perceptions – Andrea McDonough
Bridging Mathematics Students: Attitudes, Autonomous Learning Behaviours, and Problem Solving – Lex Milne
Why Children Do Not Draw Parallels – Michael Mitchelmore
Constructivism: Epistemology to Practice – Judith A. Mousley
Children’s Solutions to Partition Problems – Joanne Mulligan
Factors Pertinent to Children’s Responsiveness in Spatial Problem-Solving Activities – Kay Owens
Transition From Senior Secondary to University Mathematics: A Case Study Introduction – Yachai Pongboriboon
Cognitive Difficulties in Early Algebra – Cyril Quinlan
Pre-Service Primary Teachers’ Attitudes to Teaching Mathematics: A Reappraisal of a Recently Developed Instrument – Joe Relich and Jenni Way
Towards a Professional Development Ethos – Mary Rice
Integrating Computers into the Teaching of Calculus: Differentiating Student Needs – Julie Ryan
Children’s Approaches to Mathematical Problem Solving – Dianne Siemon
Beliefs About Mathematics and Mathematics Education – Beth Southwell and Mon Khamis
Using Open Questions for Teaching: A Classroom Experiment – Peter Sullivan
An Analysis of Children’s Understanding of Numeration – Noel Thomas
Children’s Understanding of the Independence of Random Generators – John Truran
Perceptions of Chance Events Among R-7 Children – Kath Truran
What Research is Needed in Probability and Statistics Education in Australia in the 1990s? – Jane M Watson
To What Extent Do Grades 3 and 4 Children Make Spontaneous Use of Calculators for Computation? – Ron Welsh
Abstract Thinking in Rates of Change and Derivative – Paul White & Michael Mitchelmore
What Do Young Children Know About Linear Measurement and is it Related to Conservation? – Annette Willis
The Design of a Hypercard Stack on Introductory Calculus – Khoon Yoong Wong
The Construction of Spatial Meaning and Social Disadvantage – Robyn Zevenbergen