main report page  

All reports are in .pdf format.
Click on the report number to see an abstract.
Where the full paper is not listed you may request hard copies.

1993 Technical Reports
  • ICM-9301-45
    Analysis of a Simplified Liquid Crystal Shear-Flow Model, E.C. Gartland, Jr.
  • ICM-9301-46
    The PIER Parallel FEA Program Generator, Naveen Sharma.
  • ICM-9301-47
    An Adaptive Richardson Iteration Method for Indefinite Linear systems, D. Calvetti and L. Reichel.
  • ICM-9302-48
    Optimal Semi-iterative Methods Applied to SOR in the Mixed Case, M. Eiermann and R.S. Varga, Numer. Linear Algebra (L. Reichel, A. Ruttan, and R.S. Varga, eds.), pp. 47-73 Walter de Gruyter, NY, 1993.
  • ICM-9302-49
    An Algorithm for Determining if the Inverse of a Strictly Diagonally Dominant Stieltjes Matrix is Strictly Ultrametric, Richard S. Varga and Reinhard Nabben, Numer. Math., 65 (1993), 493-501.
  • ICM-9302-50
    Lehmer Pairs of Zeros, the de Bruijn-Newman Constant $\Lambda$, and the Riemann Hypothesis, George Csordas, Wayne Smith and Richard S. Varga, Constructive Approx., 10 (1994), 107-129.
  • ICM-9302-51
    Basic Information on Running MAXIMA, Paul S. Wang.
  • ICM-9303-52
    Fast Solution of a Class of Periodic Pseudodifferential Equations, L. Reichel and Y. Yan.
  • ICM-9303-53
    The Pier Parallel FEA Program Generator, Naveen Sharma and Paul S. Wang.
  • ICM-9304-54
    Application of a Block Modified Chebyshev Algorithm to the Iterative Solution of Symmetric Linear Systems With Multiple Right Hand Side Vectors, D. Calvetti and L. Reichel.
  • ICM-9307-55
    The Accelerated Integer GCD Algorithm, Ken Weber.
  • ICM-9308-56
    User Interfaces for Symbolic Computation: a Case Study, Norbert Kajler.
  • ICM-9309-57
    Height as a Coefficient Bound for Univariate Polynomial Factors, Zhuojun Liu and Paul S. Wang.
  • ICM-9310-58
    Guide to Parallel C Programming on the Sequent Balance, Paul S. Wang.
  • ICM-9312-59
    Parallel Multivariate p-adic Lifting on Shared-Memory Multiprocessors, Paul S. Wang.

Dept. of Mathematical Sciences and Dept. of Computer Science
Kent State University, Kent, Ohio, 44242 USA