Full name Familienname, Vorname
Novak, Andreas J.
 

Results 1-10 of 10 (Search time: 0.002 seconds).

PreviewAuthor(s)TitleTypeIssue Date
1Feichtinger, Gustav ; Grass, Dieter ; Kort, Peter M. ; Novak, Andreas J. ; Seidl, Andrea ; Wrzaczek, Stefan How Hartl exceeds Skiba: determinants of a successful career in academiaArticle Artikel 27-Oct-2023
2Novak, Andreas J. ; Feichtinger, G. Accumulation and obsolescence of research knowledgeArticle Artikel Dec-2022
3Novak, Andreas J. ; Feichtinger, Gustav ; Leitmann, George On the Optimal Trade-Off Between Fire Power and Intelligence in a Lanchester ModelBuchbeitrag Book Contribution 2016
4Caulkins, Jonathan P. ; Feichtinger, Gustav ; Grass, Dieter ; Hartl, Richard F. ; Kort, Peter M. ; Novak, Andreas J. ; Seidl, Andrea ; Wirl, Franz A Dynamic Analysis of Schelling's Binary Corruption Model: A Competitive Equilibrium Approach.Artikel Article 2014
5Caulkins, Jonathan P. ; Feichtinger, Gustav ; Hartl, Richard F. ; Kort, Peter M. ; Novak, Andreas J. ; Seidl, Andrea Multiple Equilibria and Indifference-Threshold Points in a Rational Addiction ModelArtikel Article 2013
6Caulkins, Jonathan P. ; Feichtinger, Gustav ; Hartl, Richard F. ; Kort, Peter M. ; Novak, Andreas J. ; Seidl, Andrea Long term implications of drug policy shifts: Anticipating and non-anticipating consumersArtikel Article 2013
7Caulkins, Jonathan P. ; Feichtinger, Gustav ; Grass, Dieter ; Hartl, Richard F. ; Kort, Peter M. ; Novak, Andreas J. ; Seidl, Andrea Leading Bureaucracies to the Tipping Point: An Alternative Model of Mutliple Stable Equilbrium Levels of CorruptionArtikel Article 2013
8Caulkins, Jonathan P. ; Feichtinger, Gustav ; Hartl, Richard F. ; Kort, Peter M. ; Novak, Andreas J. ; Seidl, Andrea Multiple Equilibria and Indifference-Threshold Points in a Rational Addiction ModelArtikel Article 2012
9Hof, Franz X. ; Wirl, Franz ; Novak, Andreas J. Happiness due to Consumption and its Increases, Wealth and StatusArtikel Article2008
10Feichtinger, Gustav ; Novak, Andreas J. Terror and counterterror operations: differential game with cyclical Nash solutionArtikel Article2008