„Problem Management“

Suchergebnisse

10.000+ Treffer

• New upper and lower bounds for the eigenvalues of the Sturm-Liouville problem
  Marti, J. T.
• The use of Morozov's discrepancy principle for Tikhonov regularization for solving nonlinear ill-posed problems
  Scherzer, O.
• On the use of optimal fractional matchings for solving the (integer) matching problem
  Derigs, U. ; Metz, A.
• A fast algorithm for the maximum weight clique problem
  Babel, L.
• Safe bounds for the solutions of nonlinear problems using a parallel multisplitting method
  Frommer, A. ; Mayer, G.
• Converging multistep methods for initial value problems involving multivalued maps
  Taubert, K.
• Deterministic job-shop scheduling problems with capacity focus
  Heuser, W. K.
• Solving nonlinear eigenvalue problems by algorithmic differentiation
  Arbenz, P. ; Gander, W.
• On some union and intersection problems for polygons with fixed orientations
  Widmayer, P. ; Wu, Y. F. ; Schlag, M. D. F. ; Wong, C. K.
• Monotonie- und Randmaximumsätze bei Diskretisierungen des Dirichletproblems allgemeiner nichtlinearer elliptischer Differentialgleichungen
  Törnig, W.
• Uniqueness theorems for nonlinear L2-approximation problems
  Spieß, J.
• A domain splitting algorithm for parabolic problems
  Blum, H. ; Lisky, S. ; Rannacher, Rolf
• An algorithm for computing unstable solutions of semilinear boundary value problems
  Korman, P.
• A multi-grid method for variational inequalities in contact problems
  Belsky, V.
• A numerical method for quasilinear singular perturbation problems with turning points
  Lin, P.
• Constructive heuristic algorithms for the open shop problem
  Bräsel, H. ; Tautenhahn, T. ; Werner, F.
• Strong solvability of interval linear programming problems
  Rohn, J.
• Multilevel preconditioned augmented Lagrangian techniques for 2nd order mixed problems
  Hiptmair, R. ; Schiekofer, T. ; Wohlmuth, Barbara
• Parallel solvers for linear and nonlinear exterior magnetic field problems based upon coupled FE/BE Formulations
  Heise, B. ; Kuhn, M.
• Schwarz iterations for the efficient solution of screen problems with boundary elements
  Hahne, M. ; Stephan, E. P.