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List of bibliographic references

Number of relevant bibliographic references: 12.
Ident.Authors (with country if any)Title
000146 (2011) Michael Vohland [Allemagne] ; Kerstin Michel [Autriche] ; Bernard Ludwig [Allemagne]Use of near‐infrared spectroscopy to distinguish carbon and nitrogen originating from char and forest‐floor material in soils: usefulness of a genetic algorithm
000349 (2010) Daniel Binkele-Raible [Allemagne] ; Henning Fernau [Allemagne]A Faster Exact Algorithm for the Directed Maximum Leaf Spanning Tree Problem
000459 (2009) Henning Fernau [Allemagne] ; Joachim Kneis [Allemagne] ; Dieter Kratsch [France] ; Alexander Langer [Allemagne] ; Mathieu Liedloff [France] ; Daniel Raible [Allemagne] ; Peter Rossmanith [Allemagne]An Exact Algorithm for the Maximum Leaf Spanning Tree Problem
000484 (2008) Anna Kasprzik [Allemagne]A Learning Algorithm for Multi-dimensional Trees, or: Learning Beyond Context-Freeness
000B35 (2002) Camil Demetrescu [Italie] ; Irene Finocchi [Italie] ; Giuseppe F. Italiano [Italie] ; Stefan N Her [Allemagne]Visualization in Algorithm Engineering: Tools and Techniques
000E53 (1998) Christian Fecht [Allemagne] ; Helmut Seidl [Allemagne]Propagating differences: An efficient new fixpoint algorithm for distributive constraint systems
000F78 (1997) Klaus Jansen [Allemagne] ; Joachim Reiter [Allemagne]A new approximation algorithm for the register allocation problem
001024 (1996) M. Gugat [Allemagne]The Newton differential correction algorithm for rational Chebyshev approximation with constrained denominators
001075 (1996) M. Gugat [Allemagne]An algorithm for chebyshev approximation by rationals with constrained denominators
001080 (1996) Reiner Horst [Allemagne] ; Nguyen Van Thoai [Allemagne]A new algorithm for solving the general quadratic programming problem
001414 (1992) R. Horst [Allemagne] ; N. V. Thoai [Viêt Nam]Conical algorithm for the global minimization of linearly constrained decomposable concave minimization problems
001486 (1991) Hoang Tuy [Viêt Nam]Normal conical algorithm for concave minimization over polytopes

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