Algorithm 681: INTBIS, a portable interval Newton/bisection package

By R. Baker, Kearfott, Manuel, Novoa. 1990

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1. Mark A. Stadtherr
2. Benito A. Stradi
3. J. Brennecke
4. P. Kohn
5. Zbigniew Galias
6. Stephen R Tessier
7. Chao-Yang Gau
8. Christodoulos A. Floudas

Citations in the corpus

• The Dangers of Rounding Errors for Simulations and Analysis of Nonlinear Circuits and Systems?and How to Avoid Them (2013, methodology): “Finding All Short Periodic Orbits All period- p cycles of f enclosed in a given set X can be found using a combination of the method described above and the generalized bisection technique (compare also [28]).”
• Reliable computation of mixture critical points (2001, methodology): “Our current implementation of the IN/GB method for the critical point problem is based on appropriately modified routines from the FORTRAN-77 packages INTBIS (Kearfott and Novoa, 1990) and INTLIB (Kearfott et al., 1994).”
• Reliable Phase Stability Analysis for Excess Gibbs Energy Models (2000, methodology): “Our implementation of the IN/GB method for the phase stability problem is based on appropriately modified routines from the packages INTBIS (Kearfott and Novoa, 1990) and INTLIB (Kearfottet al., 1994)”