Theo dõi
Julia König (geb. Ehrenmüller)
Julia König (geb. Ehrenmüller)
Mục liên kết không xác định
Email được xác minh tại ehrenmueller.ai
Tiêu đề
Trích dẫn bởi
Trích dẫn bởi
Năm
Nonempty intersection of longest paths in series–parallel graphs
G Chen, J Ehrenmüller, CG Fernandes, CG Heise, S Shan, P Yang, ...
Discrete mathematics 340 (3), 287-304, 2017
332017
The bandwidth theorem in sparse graphs
P Allen, J Böttcher, J Ehrenmüller, A Taraz
arXiv preprint arXiv:1612.00661, 2016
272016
An improved bound on the sizes of matchings guaranteeing a rainbow matching
D Clemens, J Ehrenmüller
arXiv preprint arXiv:1503.00438, 2015
212015
A Dirac-type theorem for Berge cycles in random hypergraphs
D Clemens, J Ehrenmüller, Y Person
arXiv preprint arXiv:1903.09057, 2019
122019
On sets not belonging to algebras and rainbow matchings in graphs
D Clemens, J Ehrenmüller, A Pokrovskiy
Journal of Combinatorial Theory, Series B 122, 109-120, 2017
112017
A Dirac-type theorem for Hamilton Berge cycles in random hypergraphs
D Clemens, J Ehrenmüller, Y Person
Electronic notes in discrete mathematics 54, 181-186, 2016
102016
Keeping Avoider's graph almost acyclic
D Clemens, J Ehrenmüller, Y Person, T Tran
arXiv preprint arXiv:1403.1482, 2014
92014
Local resilience of spanning subgraphs in sparse random graphs
P Allen, J Böttcher, J Ehrenmüller, A Taraz
Electronic notes in discrete mathematics 49, 513-521, 2015
82015
A spanning bandwidth theorem in random graphs
P Allen, J Böttcher, J Ehrenmüller, J Schnitzer, A Taraz
Combinatorics, Probability and Computing 31 (4), 598-628, 2022
42022
Spanning trees in random series-parallel graphs
J Ehrenmüller, J Rué
Advances in applied mathematics 75, 18-55, 2016
32016
Existence and enumeration of spanning structures in sparse graphs and hypergraphs
J Ehrenmüller
Dissertation, Technische Universität Hamburg-Harburg, 2016
12016
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