Rudolf Wille's scientific contributions
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Publication (1)
Citations
... Beaucoup de décompositions de treillis ont été définies et étudiées, à la fois du point de vue algébrique [51,132] et du point de vue de la FCA [88,83]. On peut citer la décomposition en produits directs [123] qui est une des plus simples, mais malheureusement seulement un petit nombre de treillis en admet une non-triviale, le théorème de factorisation [132], la décomposition matricielle [19], une décomposition basée sur la décomposition en valeurs singulières [84], la décomposition Atlas [88], la décomposition subtensorielle [88], la décomposition sous-directe 8 [51,80,77,78,179,180,182,184,83,176], ou la construction de doublement de convexe inversée. Cette construction de doublement de convexe a elle-même été largement étudiée [46,49,139,89,24], principalement d'un point de vue théorique, pour caractériser les treillis qui peuvent être obtenus par cette construction. ...
