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Baylor University

United States

81 papers here2.8k citations across 81
fields
  • hep-ex17
  • hep-th17
  • hep-ph11
  • gr-qc7
  • astro-ph6
  • math-ph4
  • physics.plasm-ph4
  • hep-lat2
ROR 005781934OpenAlex

affiliations via OpenAlex

output
20022009
most citedEvidence for a Narrow Near-Threshold Structure in the J/ψϕ Mass Spectrum in B+→J/ψϕK+ Decays

322 citations

researchers with a paper here
  • F. Šforza30
  • C. P. Marino5 profiles26
  • S. W. Lee2 profiles17
  • U. Husemann6 profiles17
  • A. Anastassov2 profiles16
  • A. Annovi2 profiles16
  • A. Artikov16
  • A. Attal16
  • A. Aurisano2 profiles16
  • A. Beretvas2 profiles16
  • A. Bhatti2 profiles16
  • A. Bocci3 profiles16
collaborating institutions
  • Texas A&M UniversityUS20 papers
  • Michigan State UniversityUS17 papers
  • University of California San DiegoUS17 papers
  • University of LiverpoolGB17 papers
  • Argonne National LaboratoryUS16 papers
  • Brandeis UniversityUS16 papers
  • Carnegie Mellon UniversityUS16 papers
  • Comenius University BratislavaSK16 papers
  • Duke UniversityUS16 papers
  • Fermi National Accelerator LaboratoryUS16 papers
  • Harvard University PressUS16 papers
  • Johns Hopkins UniversityUS16 papers
Showing math.GRShow all

2 papers · 1 filter

math.GR2009★ 2 cited

A solvable version of the Baer--Suzuki Theorem

Simon Guest

Suppose that G is a finite group and x in G has prime order p > 3. Then x is contained in the solvable radical of G if (and only if) <x,x^g> is solvable for all g in G. If G is an…

math.GR2009

Characterizations of the Solvable Radical

Paul Flavell, Simon Guest, Robert Guralnick

We prove that there exists a constant k with the property: if $\calC$ is a conjugacy class of a finite group G such that every k elements of $\calC$\ generate a solvable subg…

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