Date
2022-09-28Author
Vahrenkamp, RichardSubject
300 Social sciences 510 Mathematics 900 History and geography Von Neumann, JohnRand CorporationNash, John F.Morgenstern, OskarSpieltheorieGleichgewichtspunkt <Spieltheorie>Shapley, Lloyd S.Lineare OptimierungTransportproblemTravelling-salesman-ProblemDynamische OptimierungQuadratisches ZuordnungsproblemMetadata
Show full item record
Working paper
Nominal Science without Data
Nominal Science without Data
A New Approach to Evaluating Game Theory and Operations Research
Abstract
Expanding upon literature on early digital computers, this paper shows the role mathematicians have undertaken in founding the academic fields of Game Theory and Operations Research, and details how they were supported by the mathematics departments of military agencies in branches of the US Armed Services. This paper claims that application is only decoration. Other than astronomy, physics and engineering, where experiments generate data analysed with the aid of models and appropriate software on computers, Game Theory and Operations Research are not data driven but method driven and remain a branch of applied mathematics. They use the method of “abstractification” in economy and society to derive their models but lack a layer of empirical research needed to generate data and to apply their methods in economics and society. Therefore, their models were only nominal mathematics without application.
Citation
@unpublished{doi:10.17170/kobra-202304027751,
author={Vahrenkamp, Richard},
title={Nominal Science without Data},
year={2022}
}
0500 Oax 0501 Text $btxt$2rdacontent 0502 Computermedien $bc$2rdacarrier 1100 2022$n2022 1500 1/eng 2050 ##0##http://hdl.handle.net/123456789/14575 3000 Vahrenkamp, Richard 4000 Nominal Science without Data / Vahrenkamp, Richard 4030 4060 Online-Ressource 4085 ##0##=u http://nbn-resolving.de/http://hdl.handle.net/123456789/14575=x R 4204 \$dWorking paper 4170 5550 {{Von Neumann, John}} 5550 {{Rand Corporation}} 5550 {{Nash, John F.}} 5550 {{Morgenstern, Oskar}} 5550 {{Spieltheorie}} 5550 {{Gleichgewichtspunkt <Spieltheorie>}} 5550 {{Shapley, Lloyd S.}} 5550 {{Lineare Optimierung}} 5550 {{Transportproblem}} 5550 {{Travelling-salesman-Problem}} 5550 {{Dynamische Optimierung}} 5550 {{Quadratisches Zuordnungsproblem}} 7136 ##0##http://hdl.handle.net/123456789/14575
2023-04-11T13:43:19Z 2023-04-11T13:43:19Z 2022-09-28 doi:10.17170/kobra-202304027751 http://hdl.handle.net/123456789/14575 eng Attribution-NonCommercial-NoDerivatives 4.0 International http://creativecommons.org/licenses/by-nc-nd/4.0/ von Neumann RAND Nash Morgenstern Game Theory zero sum saddle point pure strategy mixed strategy Shapley Navy Operations Evaluation Linear Programming Scoop Dantzig Berlin Air Lift Geisler Leontief Koopmans Charnes Simon ORSA TIMS Künzui Henn Zimmermann Beckmann Flood Churchman payoff table transportation problem travelling salesman problem diet problem dynamic programming Quadratic Assignment abstractification 300 510 900 Nominal Science without Data Working paper Expanding upon literature on early digital computers, this paper shows the role mathematicians have undertaken in founding the academic fields of Game Theory and Operations Research, and details how they were supported by the mathematics departments of military agencies in branches of the US Armed Services. This paper claims that application is only decoration. Other than astronomy, physics and engineering, where experiments generate data analysed with the aid of models and appropriate software on computers, Game Theory and Operations Research are not data driven but method driven and remain a branch of applied mathematics. They use the method of “abstractification” in economy and society to derive their models but lack a layer of empirical research needed to generate data and to apply their methods in economics and society. Therefore, their models were only nominal mathematics without application. open access Vahrenkamp, Richard 44 Seiten Kassel, Universität Kassel, Fachbereich Wirtschaftswissenschaften Von Neumann, John Rand Corporation Nash, John F. Morgenstern, Oskar Spieltheorie Gleichgewichtspunkt <Spieltheorie> Shapley, Lloyd S. Lineare Optimierung Transportproblem Travelling-salesman-Problem Dynamische Optimierung Quadratisches Zuordnungsproblem A New Approach to Evaluating Game Theory and Operations Research updatedVersion Working Paper on the History of Computing No. 3/2018 false
The following license files are associated with this item: