Titlebook: Impulsgeber zwischen Wissenschaft, Politik und Publizistik; Eine Werkbiographie Ludger Kühnhardt Book 2023 Der/die Herausgeber bzw. der/die

acolyte

疏忽

Ludger Kühnhardtlar bin for every packed item (and nothing else), is to pack as valuable a subset as possible. In this last problem it is possible to reject items, that is, deliberately not pack them, as well as to remove packed items at any later point in time, which adds flexibility to the problem.

onlooker

Ludger Kühnhardtaph algorithms and modelling with graphs; graph drawingand graph labelling; network theory and temporal graphs; quantum computing and algorithms for quantum computers; online algorithms; parameterized and exact algorithms; probabilistic and.randomized algorithms; and streaming algorithms..

闲荡

浮雕宝石

Ludger Kühnhardtallel edges. This problem is quite different from the 1-2-3 Conjecture, as we prove that there is no . such that . can always be obtained from . by replacing each edge with at most . parallel edges..We investigate several aspects of this problem. We prove that the problem of designing proper labelli

Encumber

诱骗

Ludger Kühnhardttimetable is measured by the ., i.e. the ratio between the cost of the robust timetable and that of a non-robust optimal timetable. The considered problem is known to be .-hard. We propose a pseudo-polynomial time algorithm and apply it on random networks and real case scenarios provided by Italian

合法

Ludger Kühnhardttimetable is measured by the ., i.e. the ratio between the cost of the robust timetable and that of a non-robust optimal timetable. The considered problem is known to be .-hard. We propose a pseudo-polynomial time algorithm and apply it on random networks and real case scenarios provided by Italian

–FER

Ludger Kühnhardtnstance, we provide an asymptotically optimal construction for . cubic graphs - its forwarding index is .. Our results allow to understand how the forwarding-index drops when edges are added to a graph and also to determine what is the .. Doing so, we partially answer the practical problem that init

洞察力

mber of variables that can be assigned without violating a clause. We also study the approximability of this maximum assignment problem on 2-CNF Horn formulas. While the polynomially solvable subproblems are the same as for the splitting problem, the maximum assignment problem in general Horn formul