Referring to the methodological dimension of the IIASA’s mandate, the ASA Program’s overall mission is to advance systems analysis by substantiating the integration of systems methods and applied research on problems of global relevance and universal importance. Central to this mission is the exploratory development of mathematical methods and analytical techniques to investigate complex systems undergoing global change with a focus on an integrated, interdisciplinary approach.
ASA’s research is organized around three mutually complementing and cross-fertilizing methodological research domains.
More info is available under the following links:
In accordance with its strategy, ASA is actively maintaining and expanding its network consisting of methodologists, applied scientists and decision-makers all over the world, and, based on it, develops international and interdisciplinary collaboration.
Last edited: 08 September 2016
Caulkins JP, Feichtinger G, Grass D, Hartl RF, Kort PM, and Seidl A (2017) Interaction of Pricing, Advertising and Experience Quality: A Dynamic Analysis. European Journal of Operational Research, 256 (3). pp. 877-885.
Watanabe C, Naveed K, Neittaanmäki P, and Fox B (2017) Consolidated challenge to social demand for resilient platforms- lessons from Uber's global expansion. Technology in Society, 48. pp. 33-53.
Kharrazi A, Akiyama T, Yu Y, and Li J (2016) Evaluating the evolution of the Heihe River basin using the ecological network analysis: Efficiency, resilience, and implications for water resource management policy. Science of the Total Environment, 572. pp. 688-696.
Jessie D and Saari DG (2016) From the Luce Choice Axiom to the Quantal Response Equilibrium. Journal of Mathematical Psychology, 75. pp. 3-9.
Manzoor T, Rovenskaya E, and Muhammad A (2016) Game-theoretic insights into the role of environmentalism and social-ecological relevance: A cognitive model of resource consumption. Ecological Modelling, 340. pp. 74-85.
Aseev S and Manzoor T (2016) Optimal Growth, Renewable Resources and Sustainability. IIASA Working Paper. WP-16-017, IIASA, Laxenburg, Austria
Aseev SM, Krastanov MI, and Veliov VM (2016) Optimality Conditions for Discrete-Time Optimal Control on Infinite Horizon. Reseach Unit ORCOS, Vienna University of Technology
Dobrinsky R, Adarov A, Bornukova K, Havlik P, Hunya G, Kruk D, and Pindyuk O (2016) The Belarus Economy: The Challenges of Stalled Reforms. wiiw Research Report No.413. The Vienna Institute for International Economic Studies, Vienna, Austria
International Institute for Applied Systems Analysis (IIASA)
Schlossplatz 1, A-2361 Laxenburg, Austria
Phone: (+43 2236) 807 0 Fax:(+43 2236) 71 313