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Crispim, Carolina Martins; Mizuno, Gabriel Perez; Pizzinga, Adrian – International Journal of Mathematical Education in Science and Technology, 2021
Take a family of independent events. If some of these events, or all of them, are replaced by their complements, then independence still holds. This fact, which is agreed upon by the members of the statistical/probability communities, is tremendously well known, is fairly intuitive and has always been frequently used for easing probability…
Descriptors: Probability, Statistics, Validity, Mathematical Logic
Budinski, Natalija; Joksimovic, Jelena; Vucicevic, Danijela; Lavicza, Zsolt – European Journal of STEM Education, 2022
This paper describes a process of developing dance performance based and inspired by mathematical concepts and development of mathematics through history. The performance was included in the manifestation of the May month of mathematics in Serbia and prepared in collaboration with mathematicians, choreographers, dancers, science communicators and…
Descriptors: Mathematical Concepts, Dance, Performance, Foreign Countries
Meyer, Joerg M. – Teaching Statistics: An International Journal for Teachers, 2018
The contrary of stochastic independence splits up into two cases: pairs of events being favourable or being unfavourable. Examples show that both notions have quite unexpected properties, some of them being opposite to intuition. For example, transitivity does not hold. Stochastic dependence is also useful to explain cases of Simpson's paradox.
Descriptors: Intuition, Probability, Randomized Controlled Trials, Statistical Analysis
Mariotti, Maria Alessandra; Pedemonte, Bettina – ZDM: The International Journal on Mathematics Education, 2019
The cognitive relationship between intuition and proof is complex and often students struggle when they need to find mathematical justifications to explain what appears as self-evident. In this paper, we address this complexity in the specific case of open geometrical problems that ask for a conjecture and its proof. We analyze four meaningful…
Descriptors: Mathematical Logic, Mathematics Instruction, Teaching Methods, Intuition
Chen, Ying; Irving, Paul W.; Sayre, Eleanor C. – Physical Review Special Topics - Physics Education Research, 2013
Previous research into problem solving in physics resulted in researchers introducing six epistemic games to describe the organizational structures of locally coherent resources. We present a new epistemic game--the "answer-making epistemic game"--which was identified in this paper through the analysis of interviews carried out to validate a…
Descriptors: Physics, Educational Games, Epistemology, Problem Solving
Jung, Myoungwhon; Kloosterman, Peter; McMullen, Mary – Young Children, 2007
This article looks at how children in preschool through second grade intuitively solve mathematical problems rather than using textbook strategies with a single path to a solution. The authors discuss Cognitively Guided Instruction (CGI), a curriculum approach that helps teachers understand and encourage children's use of intuitive strategies.…
Descriptors: Elementary School Students, Learning Strategies, Mathematical Logic, Classroom Techniques
Kynigos, Chronis; Latsi, Maria – International Journal for Technology in Mathematics Education, 2006
The new representations enabled by the educational computer game the "Juggler" can place vectors in a central role both for controlling and measuring the behaviours of objects in a virtual environment simulating motion in three-dimensional spaces. The mathematical meanings constructed by 13 year-old students in relation to vectors as…
Descriptors: Virtual Classrooms, Games, Computer Simulation, Intuition

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