PROFIL (Programmer’s Runtime Optimized Fast Interval Library) is a C++ class library supporting the most commonly needed interval and real operations in a user friendly way. The supported data types are currently: INT, REAL, INTERVAL, vectors and matrices of these types, and complex numbers. PROFIL is based on BIAS (Basic Interval Arithmetic Subroutines). The developement of BIAS was guided by the ideas of BLAS, i.e. to provide an interface for basic vector and matrix operations with specific and fast implementations on various machines, the latter frequently provided by the manufacturers. The idea of BIAS is to give such an interface for interval operations with the objective: very efficient use of the underlying hardware; portability; independency of a specific interval representation

References in zbMATH (referenced in 134 articles , 2 standard articles )

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  1. Markót, Mihály Csaba: Improved interval methods for solving circle packing problems in the unit square (2021)
  2. Fernández, José; Gazdag- Tóth, Boglárka; Redondo, Juana L.; Ortigosa, Pilar M.: The probabilistic customer’s choice rule with a threshold attraction value: effect on the location of competitive facilities in the plane (2019)
  3. Kirst, Peter; Stein, Oliver: Global optimization of generalized semi-infinite programs using disjunctive programming (2019)
  4. Rump, Siegfried M.: Mathematically rigorous global optimization in floating-point arithmetic (2018)
  5. Domes, Ferenc; Goldsztejn, Alexandre: A branch and bound algorithm for quantified quadratic programming (2017)
  6. Fernández, José; Tóth, Boglárka G.; Redondo, Juana L.; Ortigosa, Pilar M.; Arrondo, Aránzazu Gila: A planar single-facility competitive location and design problem under the multi-deterministic choice rule (2017)
  7. G.-Tóth, Boglárka; Kovács, Kristóf: Solving a Huff-like Stackelberg location problem on networks (2016)
  8. Ninin, Jordan: Global optimization based on contractor programming: an overview of the IBEX library (2016)
  9. Pérez-Galván, Carlos; Bogle, I. David L.: Dynamic global optimization methods for determining guaranteed solutions in chemical engineering (2016)
  10. Vismara, Philippe; Coletta, Remi; Trombettoni, Gilles: Constrained global optimization for wine blending (2016)
  11. Walter F. Mascarenhas: Moore: Interval Arithmetic in Modern C++ (2016) arXiv
  12. Redondo, Juana L.; Fernández, José; Domingo Álvarez Hervás, José; Gila Arrondo, Aránzazu; Ortigosa, Pilar M.: Approximating the Pareto-front of a planar bi-objective competitive facility location and design problem (2015)
  13. Arrondo, A. G.; Fernández, J.; Redondo, J. L.; Ortigosa, P. M.: An approach for solving competitive location problems with variable demand using multicore systems (2014)
  14. Fernández, José; Salhi, Said; -Tóth, Boglárka G.: Location equilibria for a continuous competitive facility location problem under delivered pricing (2014)
  15. Goldsztejn, Alexandre; Cruz, Jorge; Carvalho, Elsa: Convergence analysis and adaptive strategy for the certified quadrature over a set defined by inequalities (2014)
  16. Goldsztejn, Alexandre; Domes, Ferenc; Chevalier, Brice: First order rejection tests for multiple-objective optimization (2014)
  17. Goualard, Frédéric: How do you compute the midpoint of an interval? (2014)
  18. Maïga, Moussa; Ramdani, Nacim; Travé-Massuyès, Louise; Combastel, Christophe: A CSP versus a zonotope-based method for solving guard set intersection in nonlinear hybrid reachability (2014)
  19. Rego, Francisco; De Weerdt, Elwin; van Oort, Eddy; van Kampen, Erik-Jan; Chu, Qiping; Pascoal, António M.: Determination of inner and outer bounds of reachable sets through subpavings (2014)
  20. Wechsung, Achim; Barton, Paul I.: Global optimization of bounded factorable functions with discontinuities (2014)

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