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Darius Endlich; Wolfgang Lenhard; Peter Marx; Tobias Richter – Journal of Learning Disabilities, 2024
Children with mathematical difficulties need to spend more time than typically achieving children on solving even simple equations. Since these tasks already require a larger share of their cognitive resources, additional demands imposed by the need to switch between tasks may lead to a greater decline of performance in children with mathematical…
Descriptors: Mathematics Instruction, Learning Problems, Arithmetic, Mathematics Achievement
Otaya, Lian Gafar; Kartowagiran, Badrun; Retnawati, Heri – Problems of Education in the 21st Century, 2019
The ability of TPE participants in arranging lesson plans is essential to be mastered as an indicator of pedagogical competence which should be possessed before conducting a teaching process in the class. This research aimed to analyze the estimation of TPE participants' ability in composing a lesson plan which uses the assessment with partial…
Descriptors: Foreign Countries, Preservice Teachers, Lesson Plans, Teaching Skills
Kangasrääsiö, Antti; Jokinen, Jussi P. P.; Oulasvirta, Antti; Howes, Andrew; Kaski, Samuel – Cognitive Science, 2019
This paper addresses a common challenge with computational cognitive models: identifying parameter values that are both theoretically plausible and generate predictions that match well with empirical data. While computational models can offer deep explanations of cognition, they are computationally complex and often out of reach of traditional…
Descriptors: Inferences, Computation, Cognitive Processes, Models
Zang, Beilei; Zhang, Jun; Gu, Rongfang – Early Education and Development, 2019
Research Findings: In this research, 487 Chinese children age 3 to 5 years took part in a number line estimation task. This task was used to assess children's estimation accuracy and their estimation patterns along a number line in two different estimation circumstances. Situation A had the same line lengths for different numeric ranges, whereas…
Descriptors: Foreign Countries, Young Children, Computation, Accuracy
Caballero, Marcos D.; Chonacky, Norman; Engelhardt, Larry; Hilborn, Robert C.; Lopez del Puerto, Marie; Roos, Kelly R. – Physics Teacher, 2019
The need to integrate computation into the physics curriculum has long been established: using simulations and computational modeling can enhance students' conceptual understanding, and the computational skills students acquire are both useful and necessary in their careers. However, making changes to an established physics course is a challenge…
Descriptors: Physics, College Science, Undergraduate Students, Computation
Thompson, W. Jake; Clark, Amy K.; Nash, Brooke – Applied Measurement in Education, 2019
As the use of diagnostic assessment systems transitions from research applications to large-scale assessments for accountability purposes, reliability methods that provide evidence at each level of reporting are needed. The purpose of this paper is to summarize one simulation-based method for estimating and reporting reliability for an…
Descriptors: Test Reliability, Diagnostic Tests, Classification, Computation
Hayden, Robert W. – Journal of Statistics Education, 2019
Recent years have seen increasing interest in incorporating resampling methods into introductory statistics courses and the high school mathematics curriculum. While the use of permutation tests for data from experiments is a step forward, the use of simple bootstrap methods for sampling situations is more problematical. This article demonstrates…
Descriptors: Sampling, Statistical Inference, Introductory Courses, College Mathematics
Fu, Jianbin – ETS Research Report Series, 2019
A maximum marginal likelihood estimation with an expectation-maximization algorithm has been developed for estimating multigroup or mixture multidimensional item response theory models using the generalized partial credit function, graded response function, and 3-parameter logistic function. The procedure includes the estimation of item…
Descriptors: Maximum Likelihood Statistics, Mathematics, Item Response Theory, Expectation
Culpepper, Steven Andrew; Chen, Yinghan – Journal of Educational and Behavioral Statistics, 2019
Exploratory cognitive diagnosis models (CDMs) estimate the Q matrix, which is a binary matrix that indicates the attributes needed for affirmative responses to each item. Estimation of Q is an important next step for improving classifications and broadening application of CDMs. Prior research primarily focused on an exploratory version of the…
Descriptors: Cognitive Measurement, Models, Bayesian Statistics, Computation
Shi, Yongren; Cameron, Christopher J.; Heckathorn, Douglas D. – Sociological Methods & Research, 2019
Respondent-driven sampling (RDS), a link-tracing sampling and inference method for studying hard-to-reach populations, has been shown to produce asymptotically unbiased population estimates when its assumptions are satisfied. However, some of the assumptions are prohibitively difficult to reach in the field, and the violation of a crucial…
Descriptors: Statistical Inference, Bias, Recruitment, Sampling
Gibson, Dominic J.; Gunderson, Elizabeth A.; Spaepen, Elizabet; Levine, Susan C.; Goldin-Meadow, Susan – Developmental Science, 2019
When asked to explain their solutions to a problem, children often gesture and, at times, these gestures convey information that is different from the information conveyed in speech. Children who produce these gesture-speech "mismatches" on a particular task have been found to profit from instruction on that task. We have recently found…
Descriptors: Numbers, Nonverbal Communication, Teaching Methods, Speech Communication
Mikulan, Petra; Sinclair, Nathalie – ZDM: The International Journal on Mathematics Education, 2019
The growing number of interpretive lenses used in mathematics education research are often seen in terms of either/or, such as the individual or the social, the discursive or the bodily, the classroom interactive or the neurological events, the humanist or the post-humanist. We propose stratigraphy as a research (meta-)method that is conjunctive…
Descriptors: Mathematics Education, Educational Research, Research Methodology, Young Children
MacDonald, Beth L.; Wilkins, Jesse L. M. – Research in Mathematics Education, 2019
Subitising, a quick apprehension of the numerosity of a small set of items, has been found to change from an individual's reliance on perceptual to conceptual processes. In this study, we utilised a constructivist teaching experiment methodology to investigate how the subitising activity of one preschool student, Amy, related to her construction…
Descriptors: Mathematics Activities, Number Concepts, Preschool Children, Computation
Mazzuca, James W.; Downing, Alexis R.; Potter, Christopher – Journal of Chemical Education, 2019
A method for using electronic structure calculations to predict the standard molar enthalpy of combustion for hydrocarbons is presented. In this approach, simple geometry optimizations can be used to accurately compute the enthalpy of combustion within 3% of the experimental value using Hartree-Fock, MP2, or virtually any functional in density…
Descriptors: Chemistry, Laboratory Experiments, Computation, Predictor Variables
Kalinec-Craig, Crystal A.; Prasad, Priya V.; Mira, Raquel Vallines; Walls, Carey – Issues in the Undergraduate Mathematics Preparation of School Teachers, 2019
This paper details an exploratory study of 14 elementary prospective teachers (PTs) solving purposefully crafted, two-digit addition problems. The numbers in each problem were chosen to elicit diverse solution strategies. We coded 95 responses based on the ways the PTs completed the calculation (for example, by referring to the number as…
Descriptors: Elementary School Teachers, Preservice Teachers, Addition, Problem Solving

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