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Magic square from Dürer's Melencolia

Articles

  • P. Boito, R. Grena, Optimal focal length of primary mirrors in Fresnel linear collectors, Solar Energy 155 (October 2017), 1313-1318.
  • P. Boito, Y. Eidelman, L. Gemignani, A Real QZ Algorithm for Structured Companion Pencils, DOI: 10.1007/s10092-017-0231-6, Calcolo (2017).
  • M. Barkatou, P. Boito, E. Segura Ugalde, A contour integral approach to the computation of invariant pairs, Theoretical Computer Science 681, 3-26 (2017).
  • P. Boito, R. Grena, Optimization of the geometry of Fresnel linear collectors, Solar Energy 135 (October 2016), 479-486.
  • P. Boito, Y. Eidelman, L. Gemignani, Implicit QR for Companion-Like Pencils, Math. Comp. 85 (2016), 1753-1774.
  • S. Manhas, J. Vizet, S. Deby, J.-C. Vanel, P. Boito, M. Verdier, A. De Martino, and D. Pagnoux, Demonstration of full 4x4 Mueller polarimetry through an optical fiber for endoscopic applications, Optics Express 23(3), pp. 3047-3054 (2015).
  • P. Boito, Y. Eidelman, L. Gemignani, Implicit QR for Rank-Structured Matrix Pencils, BIT Numerical Mathematics 54(1), pages 85-111 (2014).
  • M. Benzi, P. Boito, Decay Properties for Functions of Matrices over C*-Algebras, Linear Algebra and its Applications (Special Issue on Matrix Functions), 456 (2014), 174-198.
  • M. Benzi, P. Boito and N. Razouk, Decay Properties of Spectral Projectors with Applications to Electronic Structure, SIAM Review, 55 (2013), 3-64.
  • P. Boito, Y. Eidelman, L. Gemignani, I. Gohberg, Implicit QR with Compression, Indag. Math. 23 (2012), 733-761.
  • P. Boito, J.-P. Dedieu, The condition metric in the space of rectangular full rank matrices, SIAM J. Matrix Anal. 31:5 (2010), 2580-2602.
  • M. Benzi, P. Boito, Quadrature rule-based bounds for functions of adjacency matrices, Linear Algebra Appl. 433 (2010), 637-652.
  • D. A. Bini, P. Boito, Y. Eidelman, L. Gemignani, I. Gohberg, A Fast Implicit QR Eigenvalue Algorithm for Companion Matrices, Linear Algebra Appl. 432 (2010), 2006-2031.
  • D. A. Bini, P. Boito, A fast algorithm for approximate polynomial gcd based on structured matrix computations, in Numerical Methods for Structured Matrices and Applications: Georg Heinig memorial volume, Operator Theory: Advances and Applications, vol. 199, Birkhäuser (2010), 155-173.
  • Proceedings

  • M. Barkatou, P. Boito, E. Segura-Ugalde, Some Ideas for the Computation of Matrix Solvents, Proc. of SNC 2014: International Conference on Symbolic-Numeric Computation (Shanghai), ACM 2014, pp. 19-20.
  • P. Boito, O. Ruatta, Extended companion matrix for approximate GCD, Proc. of the 4th International Workshop on Symbolic-Numeric Computation (San Jose, CA), ACM 2011.

  • D. A. Bini, P. Boito, Structured matrix based methods for polynomial ε-GCD: analysis and comparisons, Proc. of the 2007 International Symposium on Symbolic and Algebraic Computation (Waterloo, ON), ACM Press (2007), 9-16.
  • Livres

  • P. Boito, Structured Matrix Based Methods for Approximate Polynomial GCD, Edizioni della Normale, Pisa (2011).