References in zbMATH (referenced in 19 articles )

Showing results 1 to 19 of 19.
Sorted by year (citations)

  1. Bünger, Florian: A Taylor model toolbox for solving ODEs implemented in Matlab/INTLAB (2020)
  2. Marciniak, Andrzej; Jankowska, Malgorzata A.: Interval methods of Adams-Bashforth type with variable step sizes (2020)
  3. Skelton, Andrew; Willms, Allan R.: Parameter range reduction from partial data in systems of differential algebraic equations (2020)
  4. Jauberthie, Carine; Denis-Vidal, Lilianne; Li, Qiaochu; Cherfi-Boulanger, Zohra: Optimal input design for parameter estimation in a bounded-error context for nonlinear dynamical systems (2018)
  5. Marciniak, Andrzej; Jankowska, Malgorzata A.: Interval versions of Milne’s multistep methods (2018)
  6. Marciniak, Andrzej; Jankowska, Malgorzata A.; Hoffmann, Tomasz: On interval predictor-corrector methods (2017)
  7. Brauße, Franz; Korovina, Margarita; Müller, Norbert Th.: Towards using exact real arithmetic for initial value problems (2016)
  8. Konečný, Michal; Taha, Walid; Bartha, Ferenc A.; Duracz, Jan; Duracz, Adam; Ames, Aaron D.: Enclosing the behavior of a hybrid automaton up to and beyond a Zeno point (2016)
  9. Walawska, Irmina; Wilczak, Daniel: An implicit algorithm for validated enclosures of the solutions to variational equations for ODEs (2016)
  10. Ishii, Daisuke; Yonezaki, Naoki; Goldsztejn, Alexandre: Monitoring bounded LTL properties using interval analysis (2015)
  11. 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)
  12. Walter, Éric: Numerical methods and optimization. A consumer guide (2014)
  13. de Pereda, Diego; Romero-Vivo, Sergio; Bondia, Jorge: On the computation of output bounds on parallel inputs pharmacokinetic models with parametric uncertainty (2013)
  14. Fazal, Qaisra; Neumaier, Arnold: Error bounds for initial value problems by optimization (2013)
  15. Lévai, Balázs L.; Bánhelyi, Balázs: An optimization technique for verified location of trajectories with prescribed geometrical behaviour in the chaotic forced damped pendulum (2013)
  16. Eggers, Andreas; Ramdani, Nacim; Nedialkov, Nedialko; Fränzle, Martin: Improving SAT modulo ODE for hybrid systems analysis by combining different enclosure methods (2011)
  17. Farjudian, Amin; Konečný, Michal: Time complexity and convergence analysis of domain theoretic Picard method (2008)
  18. Johnson, Tomas; Tucker, Warwick: Rigorous parameter reconstruction for differential equations with noisy data (2008)
  19. Csendes, Tibor; Bánhelyi, Balázs; Hatvani, László: Towards a computer-assisted proof for chaos in a forced damped pendulum equation (2007)