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Bargagliotti, Anna E.; Orrison, Michael E. – PRIMUS, 2014
Increased importance is being placed on statistics at both the K-12 and undergraduate level. Research divulging effective methods to teach specific statistical concepts is still widely sought after. In this paper, we focus on best practices for teaching topics in nonparametric statistics at the undergraduate level. To motivate the work, we…
Descriptors: Nonparametric Statistics, Mathematics Instruction, College Mathematics, Undergraduate Study
Moss, Brian G.; Yeaton, William H.; Lloyd, Jane E. – Educational Evaluation and Policy Analysis, 2014
Using a novel design approach, a randomized experiment (RE) was embedded within a regression discontinuity (RD) design (R-RE-D) to evaluate the impact of developmental mathematics at a large midwestern college ("n" = 2,122). Within a region of uncertainty near the cut-score, estimates of benefit from a prospective RE were closely…
Descriptors: Regression (Statistics), Developmental Programs, Mathematics Instruction, College Mathematics
Imamoglu, Yesim; Togrol, Aysenur Yontar – European Journal of Science and Mathematics Education, 2015
This study was conducted with 93 freshmen and 82 senior prospective mathematicians and mathematics teachers in order to investigate how they construct and evaluate proofs and whether there are any significant differences in their proof construction (with respect to department and grade) and proof evaluation (with respect to department)…
Descriptors: Mathematics Teachers, Mathematical Logic, Validity, Preservice Teachers
Zhang, Chunming; Lu, Yuefeng – International Journal of Mathematical Education in Science and Technology, 2004
A family of integrals over infinite intervals appears frequently in the statistical literature on non-parametric regression. This note presents two simple transform methods, based on beta function and Parseval identity, to explicitly evaluate these integrals. These methods will benefit researchers and practitioners working in non-parametric…
Descriptors: College Mathematics, Intervals, Computation, Mathematics Instruction

Noether, Gottfried E. – Mathematics Teacher, 1974
Descriptors: College Mathematics, Curriculum, Instruction, Mathematics Education
Morris, Carl; Rolph, John – 1971
This is the second half of the course described in SE 013 166. The chapter headings are: (10) Sample surveys; (11) Analysis of variance; (12) Use of analysis of variance for adjustment of data; (13) Exploratory data analysis; (14) Plotting and computing; (15) Logit regression for binary data; (16) Transformations and distribution-free inference;…
Descriptors: Analysis of Variance, College Mathematics, Computer Oriented Programs, Data Analysis
Efird, Carole – NADE Digest, 2005
NCES (1996) reported that almost one-third of all students entering colleges and universities are unprepared for college coursework and therefore required to enroll in developmental courses. This study focused on developmental and regular mathematics courses at the University of Arkansas at Monticello. Using final mathematics grades from the…
Descriptors: College Readiness, Developmental Studies Programs, Remedial Mathematics, College Mathematics