The SLATEC Common Mathematical Subroutine Library is an experiment in resource sharing by the computing departments of several Department of Energy Laboratories. The objective is to cooperatively assemble and install at each site a mathematical subroutine library characterized by portability, good numerical technology, good documentation, robustness, and quality assurance. The result is a portable Fortran mathematical subroutine library of over 130,000 lines of code.Much of the following report is based on [1], a chapter to be included in a forthcoming book about mathematical software.

References in zbMATH (referenced in 28 articles )

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  1. Ong, Benjamin W.; Haynes, Ronald D.; Ladd, Kyle: Algorithm 965: RIDC methods: a family of parallel time integrators (2016)
  2. Paszyński, Maciej: Fast solvers for mesh-based computations (2016)
  3. Hirvijoki, E.; Asunta, O.; Koskela, T.; Kurki-Suonio, T.; Miettunen, J.; Sipilä, S.; Snicker, A.; Äkäslompolo, S.: ASCOT: solving the kinetic equation of minority particle species in tokamak plasmas (2014)
  4. Ratnanather, J.Tilak; Kim, Jung H.; Zhang, Sirong; Davis, Anthony M.J.; Lucas, Stephen K.: Algorithm 935: IIPBF, a MATLAB toolbox for infinite integral of products of two Bessel functions (2014)
  5. Kearfott, Ralph Baker: Interval computations, rigour and non-rigour in deterministic continuous global optimization (2011)
  6. McFadden, G.B.; Coriell, S.R.; Lott, P.A.: Onset of convection in two layers of a binary liquid (2010)
  7. Ming-Liang, Xie; Tat-Leung, Chan; Fu-Yuan, Yao: Viscous linear instability of an incompressible round jet with Petrov-Galerkin spectral method and truncated boundary (2010)
  8. Mcfadden, G.B.; Coriell, S.R.: Onset of oscillatory convection in two liquid layers with phase change (2009)
  9. Corliss, George F.; Kearfott, R.Baker; Nedialkov, Ned; Pryce, John D.; Smith, Spencer: Interval subroutine library mission (2008)
  10. Debusschere, Bert J.; Najm, Habib N.; Pébay, Philippe P.; Knio, Omar M.; Ghanem, Roger G.; Le Ma^ıtre, Olivier P.: Numerical challenges in the use of polynomial chaos representations for stochastic processes (2004)
  11. Nikolopoulos, L.A.A.; Madsen, L.B.: Complex-scaled Hartree-Fock wave functions for the frozen core: a B spline approach (2003)
  12. Paprzycki, Marcin; Dent, Deborah; Kucaba-Piȩtal, Anna: Solvers for nonlinear algebraic equations; where are we today? (2002)
  13. Press, William H.; Teukolsky, Saul A.; Vetterling, William T.; Flannery, Brian P.: Numerical recipes. The art of scientific computing. Code CDROM v 2.11 with LINUX or UNIX single-screen license. (2002)
  14. Dent, Deborah; Paprzycki, Marcin; Kucaba-Piȩtal, Anna; Laudański, Ludomir: Studying the performance nonlinear systems solvers applied to the random vibration test (2001)
  15. Dent, Deborah; Paprzycki, M.; Kucaba-Pietal, Anna: Solvers for systems of nonlinear algebraic equations -- their sensitivity to starting vectors (2001)
  16. Woods, A.; Bloom, F.; Orloff, D.: Modelling of flash evaporation. II: Numerical solutions of the model equations. (2001)
  17. Mott, David R.; Oran, Elaine S.; van Leer, Bram: A quasi-steady-state solver for the stiff ordinary differential equations of reaction kinetics (2000)
  18. Lombardi, Marco; Haftka, Raphael T.: Anti-optimization technique for structural design under load uncertainties (1998)
  19. Bogacki, P.; Shampine, L.F.: An efficient Runge-Kutta $(4,5)$ pair (1996)
  20. Lozier, Daniel W.: Software needs in special functions (1996)

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