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Peter Benner's Erdös number
MPI Magdeburg > CSC > Staff > Peter Benner

My path to Paul Erdös:

  1. Anderson, J.M.; Erdös, Paul; Pinkus, Allan; Shisha, Oved

  2. The closed linear span of $\{x^k-c_k\}_1^{\infty}$.
    J. Approximation Theory 43, 75-80 (1985).
    Zentralblatt MATH review.
  3. Elsner, Ludwig; Hershkowitz, Daniel; Pinkus, Allan

  4. Functional inequalities for spectral radii of nonnegative matrices.
    Linear Algebra Appl. 129, 103-130 (1990).
    Zentralblatt MATH review.
  5. Watkins, David S.; Elsner, Ludwig

  6. Theory of decomposition and bulge-chasing algorithms for the generalized eigenvalue problem.
    SIAM J. Matrix Anal. Appl. 15, No.3, 943-967 (1994).
    Zentralblatt MATH review.
  7. Benner, Peter; Faßbender, Heike; Watkins, David S.

  8. Two connections between the $SR$ and $HR$ eigenvalue algorithms.
    Linear Algebra Appl. 272, 17-32 (1998).
    Zentralblatt MATH review.
Or alternatively:
  1. Erdös, Paul; Fajtlowicz, Siemion; Hoffman, Alan J.

  2. Maximum degree in graphs of diameter 2.
    Networks 10, 87-90 (1980).
    Zentralblatt MATH review.
  3. Hoffman, Alan J.; Varga, Richard S.

  4. Patterns of dependence in generalizations of Gerschgorin's theorem.
    SIAM J. Numer. Anal. 7, 571-574 (1970).
    Zentralblatt MATH review.
  5. Varga, Richard S.; Saff, E.B.; Mehrmann, Volker

  6. Incomplete factorizations of matrices and connections with H-matrices.
    SIAM J. Numer. Anal. 17, 787-793 (1980).
    Zentralblatt MATH review.
  7. Benner, Peter; Mehrmann, Volker; Xu, Hongguo

  8. A numerically stable, structure preserving method for computing the eigenvalues of real Hamiltonian or symplectic pencils.
    Numer. Math. 78, No.3, 329-358 (1998).
    Zentralblatt MATH review.
Peter Benner,