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20132023
most citedData Science in Statistics Curricula: Preparing Students to "Think with Data"

211 citations · 571 across the 18 of their papers we have counts for

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12 papers · 1 filter

stat.OT2022★ 3 cited

Data science transfer pathways from associate's to bachelor's programs

Benjamin S. Baumer, Nicholas J. Horton

A substantial fraction of students who complete their college education at a public university in the United States begin their journey at one of the 935 public two-year colleges.…

stat.OT2022★ 2 cited

Spam four ways: Making sense of text data

Nicholas J. Horton, Jie Chao, William Finzer +1

The world is full of text data, yet text analytics has not traditionally played a large part in statistics education. We consider four different ways to provide students with oppor…

stat.OT2021★ 15 cited

An educator's perspective of the tidyverse

Mine Çetinkaya-Rundel, Johanna Hardin, Benjamin S. Baumer +3

Computing makes up a large and growing component of data science and statistics courses. Many of those courses, especially when taught by faculty who are statisticians by training,…

stat.OT2021★ 7 cited

Facilitating team-based data science: lessons learned from the DSC-WAV project

Chelsey Legacy, Andrew Zieffler, Benjamin S. Baumer +2

While coursework provides undergraduate data science students with some relevant analytic skills, many are not given the rich experiences with data and computing they need to be su…

stat.OT2020★ 1 cited

Integrating computing in the statistics and data science curriculum: Creative structures, novel skills and habits, and ways to teach computational thinking

Nicholas J. Horton, Johanna S. Hardin

Nolan and Temple Lang (2010) argued for the fundamental role of computing in the statistics curriculum. In the intervening decade the statistics education community has acknowledge…

stat.OT2017★ 5 cited

Greater data science at baccalaureate institutions

Amelia McNamara, Nicholas J. Horton, Benjamin S. Baumer

Donoho's JCGS (in press) paper is a spirited call to action for statisticians, who he points out are losing ground in the field of data science by refusing to accept that data scie…

stat.OT2017★ 20 cited

Updated guidelines, updated curriculum: The GAISE College Report and introductory statistics for the modern student

Beverly L. Wood, Megan Mocko, Michelle Everson +2

Since the 2005 American Statistical Association's (ASA) endorsement of the Guidelines for Assessment and Instruction in Statistics Education (GAISE) College Report, changes in the…

stat.OT2017★ 10 cited

Enriching students' conceptual understanding of confidence intervals: An interactive trivia-based classroom activity

Xiaofei Wang, Nicholas G. Reich, Nicholas J. Horton

Confidence intervals provide a way to determine plausible values for a population parameter. They are omnipresent in research articles involving statistical analyses. Appropriately…

stat.OT2015★ 37 cited

Challenges and opportunities for statistics and statistical education: looking back, looking forward

Nicholas Jon Horton

The 175th anniversary of the ASA provides an opportunity to look back into the past and peer into the future. What led our forebears to found the association? What commonalities do…

stat.OT2014★ 211 cited

Data Science in Statistics Curricula: Preparing Students to "Think with Data"

Johanna Hardin, Roger Hoerl, Nicholas J. Horton +1

A growing number of students are completing undergraduate degrees in statistics and entering the workforce as data analysts. In these positions, they are expected to understand how…

stat.OT2014★ 141 cited

R Markdown: Integrating A Reproducible Analysis Tool into Introductory Statistics

Ben Baumer, Mine Cetinkaya-Rundel, Andrew Bray +2

Nolan and Temple Lang argue that "the ability to express statistical computations is an essential skill." A key related capacity is the ability to conduct and present data analysis…

stat.OT2013★ 17 cited

I hear, I forget. I do, I understand: a modified Moore-method mathematical statistics course

Nicholas Jon Horton

Moore introduced a method for graduate mathematics instruction that consisted primarily of individual student work on challenging proofs (Jones, 1977). Cohen (1982) described an ad…