TY  - BOOK
AU  - Albrecht,K.-F.
AU  - Aldenberg,T.
AU  - Amann,E.
AU  - Argoul,F.
AU  - Arneodo,A.
AU  - Barna,G.
AU  - Bley,Th
AU  - Bossel,H.
AU  - Bothe,H.G.
AU  - Bothe,Hans Günter
AU  - Brunovsky,P.
AU  - Bröhl-Kerner,H.
AU  - Cierzynski,T.
AU  - Czajkovski,G.
AU  - Ebeling,W.
AU  - Ebeling,Werner
AU  - Engel,A.
AU  - Erdi,P.
AU  - Feistel,R.
AU  - Felber,F.
AU  - Freedman,H.I.
AU  - Heinritz,B.
AU  - Herzel,H.
AU  - Hunding,A.
AU  - Kairiukstis,L.
AU  - Kindlmann,P.
AU  - Kmet,T.
AU  - Koch,B.P.
AU  - Kostova-Vasilevska,T.
AU  - Kubíček,M.
AU  - Kubíčková,Z.
AU  - Kurzhanski,Alexander B.
AU  - Labos,E.
AU  - Lasota,A.
AU  - Leven,R.W.
AU  - Maistrenko,YuL.
AU  - Malchow,H.
AU  - Marek,M.
AU  - Markman,G.S.
AU  - Markov,S.
AU  - Mazenko,V.G.
AU  - Mende,W.
AU  - Nicolis,J.S.
AU  - Nogradi,E.
AU  - Olsen,L.F.
AU  - Peschel,M.
AU  - Peschel,Manfred
AU  - Richetti,P.
AU  - Roux,J.C.
AU  - Schneider,K.R.
AU  - Schulmeister,Th
AU  - Sharkovsky,A.N.
AU  - Shnol,E.E.
AU  - Sigmund,K.
AU  - Voigt,M.
AU  - Vrie,E.M.van den
AU  - Wolkowicz,G.S.K.
TI  - Dynamical Systems and Environmental Models: Proceedings of an International Workshop cosponsored by IIASA and the Academy of Sciences of the GDR, held on the Wartburg, Eisenach (GDR), March 17—21, 1986 
T2  - Mathematical Ecology
SN  - 9783112484678
PY  - 2022///]
CY  - Berlin, Boston : 
PB  - De Gruyter, 
KW  - SCIENCE / System Theory
KW  - bisacsh
N1  - Frontmatter --; Introductory Remarks --; List of Participants --; Contents --; Part I: Mathematical Theory of Dynamical Systems --; Hausdorff dimension of attractors: An example --; K-stability as an ecologically more relevant stability concept --; Stability, periodicity and chaos from the statistical point of view --; Singularly perturbed autonomous differential systems --; Difference equations with continuous time as mathematical models of the structure emergencies --; Stability of equilibria in critical cases --; Part II: General Mathematical Models --; Permanence in population dynamics --; Models of evolution processes including age structure --; Pattern formation in an ionic reaction-diffusion system: A contribution to the morphogene prepattern theory of mitosis --; Chaotic dynamics and fluctuations in a biochemical system --; Periodic, quasiperiodic and chaotic motion in a forced predator-prey ecosystem --; Chaotic dynamics of logical paradoxes --; Control of growth processes --; Part III. Mathematical Models for Concrete Processes --; The Belousov-Zhabotinskii Reaction : A paradigm for theoretical studies of dynamical systems --; The nitrogen transformation cycle in water --; Modelling of polymer growth --; A mathematical model of group defence in predator-prey systems --; Vector-transmitted diseases in structured populations --; Nonlinear behaviour in mathematical models of anaerobic digesters --; Examples of computer-aided exploration and design of dynamical systems in neurosciences: Design of optimal nets --; A dynamical model of synaptic transmission --; Gradients for replicator systems --; Part IV: Mathematical Description of Environmental Processes --; The limiting factor concept in relation to stability, sensitivity and bifurcation in plankton models --; Effects of structured environment to dynamic, behaviour : Some illustrations --; Modelling and control of yeast growth in biotechnical systems --; A dynamic simulation model of tree development under pollution stress --; A biota model to assess the influence of human impacts on the global carbon cycle --; An integrative approach to the solution of ecological problems with particular attention to the regional case --; Application of the evolon model on evolution and energy growth processes --; Non-linear dynamics of the epidemics of some childhood deseases in Copenhagen, Denmark --; Modelling an estimating transport and fate of heavy metals in water column and sediment layer in some enclosed branches of the sea in the S.W. Netherlands --; POSTER SESSION --; Mathematical software developed by the Karl-Weierstraß-Institute of Mathematics; restricted access; Issued also in print
UR  - https://doi.org/10.1515/9783112484685
UR  - https://www.degruyter.com/isbn/9783112484685
UR  - https://www.degruyter.com/document/cover/isbn/9783112484685/original
ER  -