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institution

Kent State University

United States

396 papers here15.6k citations across 396
fields
  • nucl-ex97
  • cond-mat.soft61
  • hep-ph34
  • nucl-th22
  • math.GR15
  • quant-ph13
  • cond-mat.str-el12
  • hep-ex11
ROR 049pfb863OpenAlex

affiliations via OpenAlex

output
20022026
most citedSystematic Measurements of Identified Particle Spectra in pp, d+Au and Au+Au Collisions from STAR

978 citations

researchers with a paper here
  • N. Xu62
  • Z. Tang58
  • Y. G.51
  • X. Z. Cai40
  • B. Mohanty36
  • G. Eppley35
  • H. S. Matis35
  • J. Cheng35
  • J. H. Thomas35
  • J. Lauret35
  • M. Šumbera35
  • S. Kabana35
collaborating institutions
  • Argonne National LaboratoryUS73 papers
  • University of California, Los AngelesUS70 papers
  • Massachusetts Institute of TechnologyUS68 papers
  • Brookhaven National LaboratoryUS64 papers
  • The Ohio State UniversityUS64 papers
  • Lawrence Berkeley National LaboratoryUS59 papers
  • Central China Normal UniversityCN57 papers
  • University of Science and Technology of ChinaCN56 papers
  • Variable Energy Cyclotron CentreIN56 papers
  • Pennsylvania State UniversityUS55 papers
  • Michigan State UniversityUS54 papers
  • Indiana University BloomingtonUS53 papers
Showing 2020 · math.GRShow all

2 papers · 2 filters

math.GR2020

Groups that have a Partition by Commuting Subsets

Tuval Foguel, Josh Hiller, Mark L. Lewis +1

Let G be a nonabelian group. We say that G has an abelian partition, if there exists a partition of G into commuting subsets A1​,A2​,…,An​ of G, such that $|A_i|\…

math.GR2020

The Solubility Graph Associated With a Finite Group

B. Akbari, Mark L. Lewis, J. Mirzajani +1

Let G be a finite group. The solubility graph associated with the finite group G, denoted by ΓS​(G), is a simple graph whose vertices are the non-trivial elements of $…

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