1. A dual approach to detect polyhedral intersections in arbitrary dimensions

   • Oliver Günther
   • Eugene Wong

   Part I Computer Science Pages: 2 - 14

2. Generating binary trees with uniform probability

   • Ben Johnsen

   Part I Computer Science Pages: 15 - 31

3. Bit strings withoutq-separation

   • John Konvalina
   • Yi-Hsin Liu

   Part I Computer Science Pages: 32 - 35

4. Height-analysis ofk-dimensional leaf and node height-balanced trees: A new approach

   • Vijay K. Vaishnavi
   • Timothy D. Korson

   Part I Computer Science Pages: 36 - 49

5. A modification of Hochbaum and Shmoys' algorithm for scheduling problems

   • H. van de Vel
   • Sun Shijie

   Part I Computer Science Pages: 50 - 52

6. An efficient fault-tolerant decentralized commit protocol for single site failure

   • Shyan-Ming Yuan

   Part I Computer Science Pages: 53 - 68

7. Optimal parallel quicksort on EREW PRAM

   • Weixiong Zhang
   • Nageswara S. V. Rao

   Part I Computer Science Pages: 69 - 74

8. On the spectra of sums of orthogonal projections with applications to parallel computing

   • Petter E. Bjørstad
   • Jan Mandel

   Part II Numerical Mathematics Pages: 76 - 88

9. Directional approximation of the jacobians in ROW-methods

   • W. Burmeister
   • Ch. Grossmann
   • S. Scholz

   Part II Numerical Mathematics Pages: 89 - 101

10. Local error estimates in quadrature

    • Paola Favati
    • Grazia Lotti
    • Francesco Romani

    Part II Numerical Mathematics Pages: 102 - 111

11. The Durand-Kerner polynomials roots-finding method in case of multiple roots

    • Pierre Fraigniaud

    Part II Numerical Mathematics Pages: 112 - 123

12. Convergence of linear multistep and one-leg methods for stiff nonlinear initial value problems

    • W. H. Hundsdorfer
    • B. I. Steininger

    Part II Numerical Mathematics Pages: 124 - 143

13. Real pole approximations to the exponential function

    • Bojan Orel

    Part II Numerical Mathematics Pages: 144 - 159

14. A four-step phase-fitted method for the numerical integration of second order initial-value problems

    • A. D. Raptis
    • T. E. Simos

    Part II Numerical Mathematics Pages: 160 - 168

15. Invariant curves for variable step size integrators

    • Daniel Stoffer
    • Kaspar Nipp

    Part II Numerical Mathematics Pages: 169 - 180