All publications

• Periodic representations for cubic irrationalities
  Article
  

  Abrate, M.; Barbero, S.; Cerruti, U.; Murru, N.
  THE FIBONACCI QUARTERLY
  Fibonacci Association
  Vol.50 pp.13 (pp.252-264) ISSN:0015-0517

• On arithmetic progressions of integers with a distinct sum of digits
  Article
  

  Sanna, C.
  JOURNAL OF INTEGER SEQUENCES
  University of Waterloo
  Vol.15 pp.6 ISSN:1530-7638

• A new elementary proof of the inequality φ(n) > π(n)
  Article
  

  Sanna, Carlo
  NOTES ON NUMBER THEORY AND DISCRETE MATHEMATICS
  Academic Publishing House of the Bulgarian Academy of Sciences
  Vol.18 pp.3 (pp.35-37) ISSN:2367-8275

• Squaring the magic squares of order 4
  Article
  

  Barbero, Stefano; Cerruti, Umberto; Murru, Nadir
  JOURNAL OF ALGEBRA, NUMBER THEORY: ADVANCES AND APPLICATIONS
  Scientific Advances Publishers
  Vol.7 pp.16 (pp.31-46)

• In-Process Estimation of Time-Variant Contingently Correlated Measurands
  Article
  

  D'Errico, Giampaolo; Murru, Nadir
  INTERNATIONAL JOURNAL OF METROLOGY AND QUALITY ENGINEERING
  EDP Sciences
  Vol.3 pp.7 (pp.137-143) ISSN:2107-6839

• An algorithm for concurrent estimation of time--varying quantities
  Article
  

  D'Errico, Giampaolo; Murru, Nadir
  MEASUREMENT SCIENCE & TECHNOLOGY
  IOP Publishing
  Vol.23 pp.9 ISSN:0957-0233

• Fuzzy treatment of candidate outliers in measurements
  Article
  

  D'Errico, Giampaolo; Murru, Nadir
  ADVANCES IN FUZZY SYSTEMS
  Hindawi Publishing Corporation
  pp.6 ISSN:1687-7101

• Periodic representation for cubic irrationalities
  Article
  

  Abrate, Marco; Barbero, Stefano; Cerruti, U.; Murru, Nadir
  THE FIBONACCI QUARTERLY
  Fibonacci Association
  Vol.50 pp.13 (pp.252-264) ISSN:0015-0517

• Kahler immersions of homogeneous Kahler manifolds into complex space forms
  Article
  

  DI SCALA, ANTONIO JOSE'; Loi, A.; Ishi, H.
  THE ASIAN JOURNAL OF MATHEMATICS
  International PressPO Box 43502385 Somerville AveSomerville, MA 02143U.S.A.
  Vol.16 pp.10 (pp.479-488) ISSN:1093-6106 DOI:10.4310/AJM.2012.v16.n3.a7

• A compact minimal shadow boundary in Euclidean space is totally geodesic
  Article
  

  DI SCALA, ANTONIO JOSE'; Ruiz Hernandez, G.; Jeronimo Castro, J.
  MONATSHEFTE FÜR MATHEMATIK
  Springer
  Vol.168 pp.7 (pp.183-189) ISSN:0026-9255 DOI:10.1007/s00605-011-0352-y

Total: 282