Volume 2, Number 1, March 1996

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  Sergey P. Shary: Algebraic approach to the interval linear static identification, tolerance, and control problems, or one more application of kaucher arithmetic. 3-33
• 
  Hans-Jürgen Dobner: Bounds of high quality for first kind Volterra integral equations. 35-45
• 
  Michael J. Schulte, Earl E. Swartzlander Jr.: Variable-precision, interval arithmetic coprocessors. 47-62
• 
  Vladik Kreinovich: Maximum entropy and interval computations - (September notes on summer impressions). 63-79
• 
  Vladik Kreinovich, Günter Mayer: Best student paper award. 81
• 
  Andreas Frommer: SCAN'95: International symposium on scientific computing, computer arithmetic and validated numerics. 84-85
• 
  Vladik Kreinovich: SONIC'95: Student mini-symposium on interval computations. 86-87
• 
  Vladik Kreinovich: Interval talks at the first el paso shell oil symposium. 88

Volume 2, Number 2, June 1996

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  Götz Alefeld, Andreas Frommer, Bruno Lang: Preface. i
• 
  Marcilia A. Campos, Augusto C. A. Sampaio, Alexandre H. F. Brainer: Mechanising the theory of intervals using OBJ3. 97-102
• 
  Tiarajú Asmuz Diverio, Ursula A. L. Fernandes, Dalcidio Moraes Claudio: Errors in vector processing and the library libavi.a. 103-109
• 
  Vincent Heuveline, Miloud Sadkane: Chebyshev acceleration techniques for large complex non hermitian eigenvalue problems. 111-117
• 
  Vladik Kreinovich, Vyacheslav M. Nesterov, Nina A. Zheludeva: Interval methods that are guaranteed to underestimate (and the resulting new justification of Kaucher arithmetic). 119-124
• 
  Anatoly V. Lakeyev: On the computational complexity of the solution of linear systems with moduli. 125-131
• 
  Thomas Lynch, Michael J. Schulte: Software for high radix on-line arithmetic. 133-138
• 
  Guevara Noubir, Henri J. Nussbaumer: Self-correcting polynomial programs. 139-145
• 
  Stuart F. Oberman, Michael J. Flynn: Reducing division latency with reciprocal caches. 147-153
• 
  Janne Pesonen, Eero Hyvönen: Interval approach challenges Monte Carlo simulation. 155-160
• 
  Evgenija D. Popova: Interval operations involving NaNs. 161-165
• 
  Jiri Rohn: Enclosing solutions of overdetermined systems of linear interval equations. 167-171
• 
  Masaaki Sugihara, Seiji Fujino: Numerical solutions of Burgers' equation with a large Reynolds number. 173-179
• 
  Tomasz Szulc: Rank of convex combinations of matrices. 181-185
• 
  Michael N. Vrahatis, Evangelia Triantafyllou: Locating, characterizing and computing the stationary points of a function. 187-193

Volume 2, Number 3, September 1996

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  Günter Mayer, Vladik Kreinovich: Preface. i
• 
  Ch. Eick, Karen Villaverde: Robust algorithms that locate local extrema of a function of one variable from interval measurement results: A remark. 213-218
• 
  Carlos Ferregut, Soheil Nazarian, K. Vennalaganti, C.-C. Chang, Vladik Kreinovich: Fast error estimates for indirect measurements: applications to pavement engineering. 219-228
• 
  O. Holzmann, B. Lang, H. Schütt: Newton's constant of gravitation and verified numerical quadrature. 229-239
• 
  W. Krämer, S. Wedner: Two adaptive Gauss-Legendre type algorithms for the verified computation of definite integrals. 241-253
• 
  Vladik Kreinovich, Karen Villaverde: A quadratic-time algorithm for smoothing interval functions. 255-264
• 
  R. N. Lea, Vladik Kreinovich, Raul Trejo: Optimal interval enclosures for fractionally-linear functions, and their application to intelligent control. 265-285
• 
  Joe Lorkowski, Vladik Kreinovich: If we measure a number, we get an interval. What if we measure a function or an operator? 287-297
• 
  João B. Oliveira: New slope methods for sharper interval functions and a note on Fischer's acceleration method. 299-320
• 
  Alessandro Provetti: Ordering events: Intervals are sufficient, more general sets are usually not necessary. 321-327
• 
  M. Beltran, D. E. Cooke: Reviews - Applications of reliable scientific computing. 329-331

Volume 2, Number 4, December 1996

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  Vladik Kreinovich, Anatoly V. Lakeyev: Linear interval equations: Computing enclosures with bounded relative or absolute overestimation is NP-hard. 341-350
• 
  Marina Lyashko: On the speed of convergence of the total step iterative method for a class of interval linear algebraic systems. 351-356
• 
  Yixun Shi: Improving the efficiency index in enclosing a root of an equation. 357-372
• 
  John W. Starner: Some examples using the interval data type in the relational database model. 373-381
• 
  Vladik Kreinovich: Paul Erdös, 1913-1996. 383-386
• 
  Vladik Kreinovich: Double bubble minimizes: Interval computations help in solving a long-standing geometric problem. 387-388
• 
  Marcilia A. Campos, Erich-Peter Klement, Vladik Kreinovich: WAI'96: II Workshop on Computer Arithmetic, Interval and Symbolic Computation. 391-401

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