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Ludwig-Maximilians-Universität München

Germany

459 papers here36.6k citations across 459
fields
  • hep-ex89
  • hep-th67
  • quant-ph46
  • cond-mat.mes-hall30
  • astro-ph24
  • cond-mat.soft24
  • hep-ph19
  • gr-qc15
ROR 05591te55OpenAlex

affiliations via OpenAlex

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20022009
most citedSuperconductivity at 38 K in the iron arsenide (Ba1-xKx)Fe2As2

3k citations

researchers with a paper here
  • D. Schaile9 profiles93 · h 87
  • F. Fiedler4 profiles83 · h 87
  • A. Quadt10 profiles82 · h 86
  • A. Harel10 profiles81 · h 107
  • G. Wilson3 profiles81 · h 62
  • P. Mättig9 profiles81 · h 88
  • P. Renkel11 profiles81 · h 51
  • R. Ströhmer9 profiles81 · h 93
  • K. M. Chan2 profiles80
  • M. Verzocchi12 profiles80 · h 86
  • A. Meyer3 profiles78 · h 142
  • B. Åsman9 profiles78 · h 98
collaborating institutions
  • Johannes Gutenberg University MainzDE91 papers
  • University of BonnDE91 papers
  • University of FreiburgDE88 papers
  • Princeton UniversityUS86 papers
  • Joint Institute for Nuclear ResearchRU85 papers
  • RWTH Aachen UniversityDE84 papers
  • University of ManchesterGB84 papers
  • University of Maryland, College ParkUS84 papers
  • Charles UniversityCZ82 papers
  • Czech Technical University in PragueCZ82 papers
  • Fermi National Accelerator LaboratoryUS82 papers
  • University of California, RiversideUS82 papers
Showing 2002 · math.QAShow all

1 paper · 2 filters

math.QA2002★ 1 cited

Two characterizations of finite quasi-Hopf algebras

Peter Schauenburg

Let H be a finite-dimensional quasibialgebra. We show that H is a quasi-Hopf algebra if and only if the category of its finite-dimensional left modules is rigid if and only if a st…

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