Best-Price Ticketingsysteme: Erst fahren, dann zahlen!
- Siemens Mobility, Next Generation Ticketing – the smartest way of payment
- P. Bauer, XIXO Siemens Next Generation Ticketing – First Travel, Then Pay!, July 2021.
- eos-uptrade / Stadtwerke Osnabrück, The public utilities of the city of Osnabrück (Stadtwerke Osnabrück) were awarded the STADTWERKE AWARD 2020 for their check-in/be-out system by eos.uptrade
Projekt Ride-Hailing Wuppertal
- D. Gaul, K. Klamroth, M. Stiglmayr, Event-based MILP models for ride-hailing applications, Preprint, submitted to European Journal of Operations Research, 2021.
- S.C. Ho, W.Y. Szeto, Y.-H. Kuo, et al., A survey of dial-a-ride problems: Literature review and recent developments, Transportation Research Part B: Methodological 111 (2018), 395-421.
Das E-Bike und sein Antrieb
- C. Abagnale, M. Cardone, P. Iodice, S. Strano, M. Terzo, G. Vorraro, Derivation and validation of a mathematical model for a novel electric bicycle, In: Proceedings of the World Congress on Engineering (Vol. 2), 2015.
- G. Thejasree, R. Maniyeri, P. Kulkami, Modeling and Simulation of a Pedelec, In: 2019 Innovations in Power and Advanced Computing Technologies (i-PACT) (Vol. 1, pp. 1-8). IEEE, 2019.
- G. Thejasree, R. Maniyeri, E-bike system modeling and simulation, In: 2019 IEEE International Conference on Intelligent Systems and Green Technology (ICISGT) (pp. 9-95). IEEE, 2019.
- M.V. Devshete, P.D. Divase, A.D. Dhavale, S.A. Shinde, S.C. Mahadik, E Bike Performance Improvement, 2019.
- E. Mesic, A. Masic, E. Muratović, M. Delic, S. Hasanbegovic, Structural Analysis and Optimization of Electric Bike Front Drive with Bottom Bracket Electric Motor, Advances in Science and Technology Research Journal, 15(1) (2021), 273-282.
- D.S.H. Abhilash, I. Wani, K. Joseph, R. Jha, K.M. Haneesh, Power Efficient e-Bike with Terrain Adaptive Intelligence, In: 2019 International Conference on Communication and Electronics Systems (ICCES) (pp. 1148-1153). IEEE, 2019.
Das Braess-Paradoxon
- Wikipedia, Braess-Paradoxon.
- D. Braess, Über ein Paradoxon aus der Verkehrsplanung, Unternehmensforschung 12 (1968), 258-268. [In der Datei auf S. 264 (ubcz) durch (abcz) zu ersetzen.]
- G. M. Ziegler, Was denkt der Mathematiker im Stau?, DMV-Mitteilungen 13-2 (2005), 106-108.
- J.D. Murchland, Braess's paradox of traffic flow, Transpn. Res. 4 (1970), 391-394.
- M.J. Smith, In a road network, increasing delay locally can reduce delay globally, Transpn. Res. 12 (1978), 419-422.
- M. Frank, The Braess paradox, Math. Programming 20 (1981), 283-302.
- S. Dafermos, A. Nagurney, On some traffic equilibrium theory paradoxes, Transpn. Res. B 18 (1984), 101-110.
- R. Steinberg, R. Stone, The prevalence of paradoxes in transportation equilibrium problems, Transpn. Sci. 22 (1988), 231-241.
- J.E. Cohen, F.P. Kelly, A paradox of congestion in a queuing network, J. Appl. Prob. 27 (1990), 730-734.
- New York Times, What if they closed 42nd Street and nobody noticed?, NYT 25 December 1990, p. 38.
- S. Catoni, S. Pallottino, Traffic equilibrium paradoxes, Transpn. Sci. 25 (1991), 240-244.
- Ch. Pöppe, Paradoxes Verhalten physikalischer und ökonomischer Systeme, Spektrum der Wissenschaft, 23.-26. Nov. 1992.
- B. Calvert, G. Keady, Braess's paradox and power-law nonlinearities in networks, J. Australian Math. Soc. B 35 (1993), 1-22.
- A. Knop, Warum mehr Strassen den Verkehrsfluss bremsen, nature 76-77, 3/1993.
- R. Arnott, K. Small, The economics of traffic congestion, American Scientist 82, 446-455, Sept/Oct 1994
- E.I. Pas, S.L. Principio, Braess' paradox: Some new insight, Transpn. Res. B 31 (1997), 265-276.
- W. Blum, Die Logik des Paradoxen, Die Zeit, Nr. 52 (1997), S. 36
- G. Alperovich, An economic interpretation of Braess' paradox, Int. J. Transport Economics (1997), 145-155.
- G. Szpiro, Irrationales bei Airlines und Passagieren. Das Braess-Paradoxon am Beispiel der Flugroutenwahl, Neue Zürcher Zeitung, 9. Jan. 2006, S. 5
- W. Blum, Ewig lockt die Schnellstraße. Psychologen bestätigen ein mathematisches Paradoxon: Manchmal lösen zusätzliche Strecken den Stau erst aus, Süddeutsche Zeitung 24. Jan. 2006, S. 9
- A. Rooch, Auf Umwegen schneller zum Ziel, 6. Folge der WAZ-Serie "Was ist Mathematik?" - Das Braess-Paradoxon. Westdeutsche Allgemeine Zeitung, 5. August 2006.
- M. Schreckenberg, Es braessiert, OR News, 38 (2010), 18-20.
- D.J. Case, Y. Liu, I. Z. Kiss, J.-R. Angilella, A.E. Motter, Braess’s paradox and programmable behaviour in microfluidic networks, Nature 574 (2019), 647-655.
- S. Bittihn, A. Schadschneider, Braess’ paradox in the age of traffic information, Journal of Statistical Mechanics: Theory and Experiment 2021(3), 033401.
- H.F. Zhang, Z. Yang, Z.X. Wu, B.H. Wang, T. Zhou, Braess's paradox in epidemic game: better condition results in less payoff, Scientific reports, 3(1) (2013), 1-8.
- M. Passacantando, G. Gnecco, Y. Hadas, M. Sanguineti, Braess' paradox: A cooperative game‐theoretic point of view, Networks, 2021.
Modellierung, Simulation und Optimierung zur Geräuschreduzierung bei Scheibenbremsen
- N. Gräbner, V. Mehrmann, S. Quraishi, C. Schröder, U. von Wagner, Numerical methods for parametric model reduction in the simulation of disc brake squeal, Zeitschrift für Angewandte Mathematik und Mechanik Vol. 96 (2016), 1388-1405.
- N. Gräbner, Analyse und Verbesserung der Simulationsmethode des Bremsenquietschens, Dissertation, Technische Universität Berlin, 2016.
- C. Mehl, V. Mehrmann, P. Sharma, Stability radii for linear Hamiltonian systems with dissipation under structure-preserving perturbations, SIAM Journal on Matrix Analysis and Applications 37(4) (2016), 1625-1654.
- C. Mehl, V. Mehrmann, P. Sharma, Structured distances to instability for linear Hamiltonian systems with dissipation, Matheon Preprint 03/23/2016.
- Y. Bavafa-Toosi, Introduction to linear control systems, Academic Press, 2017.
Der Krankenwagen trifft in 15 Minuten ein
- A.K. Erlang, The Theory of Probabilities and Telephone Conversations, Nyt Tidsskrift for Matematik B, vol 20, 1909.
- A.K. Erlang, Solution of some Problems in the Theory of Probabilities of Significance in Automatic Telephone Exchanges, Elektrotkeknikeren, vol 13, 1917.
- E. Brockmeyer, H.L. Halstrom, A. Jensen, The life and works of A.K. Erlang, The Copenhagen Telephone Company, 1948.
- J.J. O’Connor, E.F. Robertson, Agner Krarup Erlang, In: MacTutor History of Mathematics archive.
- https://plus.maths.org/content/os/issue2/erlang/index
- de.wikipedia.org/wiki/Agner_Krarup_Erlang
- de.wikipedia.org/wiki/Erlang_C
Optimales Boarding am Flughafen
- E. Bachmat, M. Elkin, Bounds on the performance of back-to-front airplane boarding policies, Operations Research Letters 36 (2008), 597-601.
- E. Bachmat, D. Berend, L. Sapir, S. Skiena, N. Stolyarov, Analysis of airplane boarding times, Operations Research 57 (2009), 499-513.
- E. Bachmat, D. Berend, L. Sapir und S. Skiena, Optimal boarding policies for thin passengers, Adv. Appl. Prob. 39 (2007), 1098-1114.
- E. Bachmat, D. Berend, L. Sapir, S. Skiena, N. Stolyarov, Analysis of airplane boarding via space-time geometry and random matrix theory, Journal of Physics A: mathematical and general 39 L453-459.
- M. Bauer, K. Bhawalkar, M. Edwards, Boarding at the Speed of Flight, UMAP Journal 237 (2007).
- M. Bazargan, A linear programming approach for aircraft boarding strategy, Europ. J. Oper. Res. 183 (2007), 394-411.
- P. Ferrari, K. Nagel, Robustness of efficient passenger boarding in airplanes, Transportation Research Board Annual Meeting, paper nr. 05-0405, Washington D.C.
- P. Ferrari, Improving passenger boarding in airplanes using computer simulations, International Airport Review.
- S. Mas, A.A. Juan, P. Arias, P. Fonseca, A Simulation Study Regarding Different Aircraft Boarding Strategies, Modeling and Simulation in Engineering, Economics, and Management Lecture Notes in Business Information Processing 145 (2013), 145-152.
- H.L. Menkes, V.D. Briel, J.R. Villalobos, G.L. Hogg, T. Lindemann, A.V. Mulé, America West Airlines Develops Efficient Boarding Strategies, Interfaces Vol. 35 (2005), 191-200.
- R.J. Milne, et al., Adapting the reverse pyramid airplane boarding method for social distancing in times of COVID-19, PloS one vol. 15,11 e0242131. 4 Nov. 2020, doi:10.1371/journal.pone.0242131
- D. Rizzo, Evaluating the influence of passenger behaviour on aircraft boarding strategies using multi-agent systems, Technical Report 2009/10.
- J.H. Steffen, A statistical mechanics model for free-for-all airplane passenger boarding, Amer. J. Physics Vol. 76 (2008), 1114-1119.
- J.H. Steffen, Optimal boarding method for airline passengers, J. Air Transp. Mgmt. Vol. 14 (2008), 146-150, (2008).
- A. Steiner, M. Philipp, Speeding up the airplane boarding process by using pre-boarding areas, In: 9th Swiss Transport Research Conference (2009).
- T.-Q. Tang, Y.-H. Wub, H.-J. Huang, L. Caccetta, An aircraft boarding model accounting for passengers' individual properties, Transportation Research Part C: Emerging Technologies 22 (2012), 1-16.
- M. Van den Briel, J. Villalobobos, G. Hogg, The aircraft boarding problem, Proc. of the 12th Industrial Eng. Res. Conf., IERC, CD ROM, article nr. 2153.
- M.H.L. van den Briel, J.R. Villalobos G.L. Hogg GL, T. Lindemann A.V. Mulé, America West Airlines Develops Efficient Boarding Strategies, Interfaces. 2005; 35: 191–201. doi.org/10.1287/inte.1050.0135
- H. Van Landeghem, A. Beuselinck, Reducing passenger boarding time in airplanes: A simulation approach, Europ. J. of Operations Research 142 (2002), 294-308.