%0 Conference Paper %1 bechler2022bipartite %A Bechler, Florian %A Fehr, Jörg Christoph %A Neininger, Fabian T. %A Knöß, Stefan %A Grotz, Bernhard %B MATHMOD 2022 Discussion Contribution Volume, 10th Vienna Conference on Mathematical Modelling %D 2022 %I ARGESIM %K %N 7 %P 25-26 %R 10.11128/arep.17.a1706 %T Bipartite Graph Modeling of Critical Driving Scenarios : an Occupant Safety Perspective %@ 978-3-901608-95-7

@inproceedings{bechler2022bipartite, added-at = {2023-04-03T10:51:49.000+0200}, author = {Bechler, Florian and Fehr, Jörg Christoph and Neininger, Fabian T. and Knöß, Stefan and Grotz, Bernhard}, biburl = {https://puma.ub.uni-stuttgart.de/bibtex/2c89d7fdb148c39f9915149a28951467f/unibiblio}, booktitle = {MATHMOD 2022 Discussion Contribution Volume, 10th Vienna Conference on Mathematical Modelling}, doi = {10.11128/arep.17.a1706}, eventdate = {2022-07-27/2022-07-29}, eventtitle = {MATHMOD 2022 Discussion Contribution Volume, 10th Vienna Conference on Mathematical Modelling}, interhash = {04cbac0b3980ee80424aa1b5c853b491}, intrahash = {c89d7fdb148c39f9915149a28951467f}, isbn = {978-3-901608-95-7}, keywords = {}, language = {eng}, number = 7, pages = {25-26}, publisher = {ARGESIM}, series = {ARGESIM Report}, timestamp = {2023-04-03T10:51:53.000+0200}, title = {Bipartite Graph Modeling of Critical Driving Scenarios : an Occupant Safety Perspective}, venue = {Vienna, Austria}, year = 2022 }