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institution

Oklahoma State University Oklahoma City

United States

26 papers here287 citations across 26
fields
  • hep-ph6
  • math.AG6
  • math.GT3
  • cs.AI2
  • math.CV2
  • math.FA2
  • cs.NE1
  • math.AC1
ROR 03y1zyv86OpenAlex

affiliations via OpenAlex

output
20022012
most citedTraffic Accident Analysis Using Decision Trees and Neural Networks

74 citations

researchers with a paper here
  • A. Abraham2 · h 95
  • A. Adolphson2 · h 18
  • D. Alspach2 · h 13
  • K. Babu2 · h 50
  • M. Schulze2 · h 15
  • Simei Tong2 · h 1
  • S. Sperber2 · h 21
  • A. Baernstein1 · h 20
  • Alan Adolphson1
  • Alan V. Noell1 · h 7
  • A. Mavlyutov1 · h 8
  • A. Tuyl1 · h 26
collaborating institutions
  • Oklahoma State UniversityUS5 papers
  • University of MinnesotaUS2 papers
  • University of Wisconsin–Eau ClaireUS2 papers
  • Beijing Normal UniversityCN1 paper
  • Helsinki Institute of PhysicsFI1 paper
  • Institute of Applied Physics and Computational MathematicsCN1 paper
  • Lakehead UniversityCA1 paper
  • Louisiana State UniversityUS1 paper
  • Pitzer CollegeUS1 paper
  • Purdue University West LafayetteUS1 paper
  • Radboud University NijmegenNL1 paper
  • Southern Cross UniversityAU1 paper
Showing 2005Show all

1 paper · 1 filter

math.AC2005★ 1 cited

Some families of componentwise linear monomial ideals

Christopher A. Francisco, Adam Van Tuyl

Let R=k[x_1,...,x_n] be a polynomial ring over a field k. Let J={j_1,...,j_t} be a subset of [n]={1,...,n}, and let m_J denote the ideal (x_{j_1},...,x_{j_t}) of R. Given subsets J…

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