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institution

Westminster University

United States

11 papers here404 citations across 11
fields
  • astro-ph.GA4
  • math.GT2
  • astro-ph.SR1
  • math.CA1
  • math.HO1
  • physics.ed-ph1
  • stat.OT1
ROR 059rnte75OpenAlex

affiliations via OpenAlex

output
20152022
most citedCurriculum Guidelines for Undergraduate Programs in Data Science

251 citations

researchers with a paper here
  • J. Kamenetzky6 · h 26
  • G. Privon3 · h 34
  • Kenan Ince2 profiles3 · h 3
  • C. Wilson2 profiles2 · h 48
  • D. Narayanan2 · h 8
  • J. Glenn2 profiles2 · h 56
  • M. Baes2 · h 64
  • N. Rangwala2 · h 29
  • R. Indebetouw2 · h 55
  • A. Bemis1 · h 8
  • A. Boselli1 · h 85
  • A. Cooray1 · h 96
collaborating institutions
  • University of Colorado BoulderUS3 papers
  • Ames Research CenterUS2 papers
  • Ghent UniversityBE2 papers
  • Laboratory for Atmospheric and Space PhysicsUS2 papers
  • McMaster UniversityCA2 papers
  • National Radio Astronomy ObservatoryUS2 papers
  • Smith CollegeUS2 papers
  • University College LondonGB2 papers
  • University of ArizonaUS2 papers
  • University of California, BerkeleyUS2 papers
  • University of VirginiaUS2 papers
  • Williams CollegeUS2 papers
Showing 2022Show all

1 paper · 1 filter

math.GT2022

Unknotting via null-homologous twists and multi-twists

Samantha Allen, Kenan Ince, Seungwon Kim +2

The untwisting number of a knot K is the minimum number of null-homologous twists required to convert K to the unknot. Such a twist can be viewed as a generalization of a crossing…

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Not affiliated with arXiv. Researcher data from Semantic Scholar (ODC-BY) and OpenAlex.