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Results:
1-18
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Results: 18
Authors:
DIEKMANN O
GYLLENBERG M
METZ JAJ
THIEME HR
Citation: O. Diekmann et al., ON THE FORMULATION AND ANALYSIS OF GENERAL DETERMINISTIC STRUCTURED POPULATION-MODELS - I - LINEAR-THEORY, Journal of mathematical biology, 36(4), 1998, pp. 349-388
Authors:
GYLLENBERG HG
GYLLENBERG M
KOSKI T
LUND T
Citation: Hg. Gyllenberg et al., STOCHASTIC COMPLEXITY AS A TAXONOMIC TOOL, Computer methods and programs in biomedicine, 56(1), 1998, pp. 11-22
Authors:
GYLLENBERG HG
GYLLENBERG M
KOSKI T
LUND T
SCHINDLER J
VERLAAN M
Citation: Hg. Gyllenberg et al., CLASSIFICATION OF ENTEROBACTERIACEAE BY MINIMIZATION OF STOCHASTIC COMPLEXITY, Microbiology, 143, 1997, pp. 721-732
Authors:
GYLLENBERG M
HANSKI I
LINDSTROM T
Citation: M. Gyllenberg et al., CONTINUOUS VERSUS DISCRETE SINGLE-SPECIES POPULATION-MODELS WITH ADJUSTABLE REPRODUCTIVE STRATEGIES, Bulletin of mathematical biology, 59(4), 1997, pp. 679-705
Authors:
GYLLENBERG M
KOSKI T
VERLAAN M
Citation: M. Gyllenberg et al., CLASSIFICATION OF BINARY VECTORS BY STOCHASTIC COMPLEXITY, Journal of Multivariate Analysis, 63(1), 1997, pp. 47-72
Authors:
GYLLENBERG M
HANSKI I
Citation: M. Gyllenberg et I. Hanski, HABITAT DETERIORATION, HABITAT DESTRUCTION, AND METAPOPULATION PERSISTENCE IN A HETEROGENOUS LANDSCAPE, Theoretical population biology, 52(3), 1997, pp. 198-215
Authors:
HANSKI I
GYLLENBERG M
Citation: I. Hanski et M. Gyllenberg, UNITING 2 GENERAL PATTERNS IN THE DISTRIBUTION OF SPECIES, Science, 275(5298), 1997, pp. 397-400
Authors:
GYLLENBERG M
OSIPOV AV
SODERBACKA G
Citation: M. Gyllenberg et al., BIFURCATION-ANALYSIS OF A METAPOPULATION MODEL WITH SOURCES AND SINKS, Journal of nonlinear science, 6(4), 1996, pp. 329-366
Authors:
GYLLENBERG M
KOSKI T
Citation: M. Gyllenberg et T. Koski, NUMERICAL TAXONOMY AND THE PRINCIPLE OF MAXIMUM-ENTROPY, Journal of classification, 13(2), 1996, pp. 213-229
Authors:
GYLLENBERG M
HANSKI I
LINDSTROM T
Citation: M. Gyllenberg et al., A PREDATOR-PREY MODEL WITH OPTIMAL SUPPRESSION OF REPRODUCTION IN THEPREY, Mathematical biosciences, 134(2), 1996, pp. 119-152
Authors:
HANSKI I
MOILANEN A
GYLLENBERG M
Citation: I. Hanski et al., MINIMUM VIABLE METAPOPULATION SIZE, The American naturalist, 147(4), 1996, pp. 527-541
Authors:
GYLLENBERG M
KOSKI T
Citation: M. Gyllenberg et T. Koski, THE FUTURE OF NUMERICAL TAXONOMY, Binary, 7(2), 1995, pp. 29-30
Authors:
GYLLENBERG M
KOSKI T
Citation: M. Gyllenberg et T. Koski, A TAXONOMIC ASSOCIATIVE MEMORY-BASED ON NEURAL COMPUTATION, Binary, 7(2), 1995, pp. 61-66
Authors:
GYLLENBERG M
SILVESTROV DS
Citation: M. Gyllenberg et Ds. Silvestrov, QUASI-STATIONARY DISTRIBUTIONS OF A STOCHASTIC METAPOPULATION MODEL, Journal of mathematical biology, 33(1), 1994, pp. 35-70
Authors:
GYLLENBERG M
HOGNAS G
KOSKI T
Citation: M. Gyllenberg et al., POPULATION-MODELS WITH ENVIRONMENTAL STOCHASTICITY, Journal of mathematical biology, 32(2), 1994, pp. 93-108
Authors:
GYLLENBERG M
KOSKI T
REILINK T
REILINK E
VERLAAN M
Citation: M. Gyllenberg et al., NONUNIQUENESS IN PROBABILISTIC NUMERICAL IDENTIFICATION OF BACTERIA, Journal of Applied Probability, 31(2), 1994, pp. 542-548
Authors:
GYLLENBERG M
SODERBACKA G
ERICSSON S
Citation: M. Gyllenberg et al., DOES MIGRATION STABILIZE LOCAL-POPULATION DYNAMICS - ANALYSIS OF A DISCRETE METAPOPULATION MODEL, Mathematical biosciences, 118(1), 1993, pp. 25-49
Authors:
HANSKI I
GYLLENBERG M
Citation: I. Hanski et M. Gyllenberg, 2 GENERAL METAPOPULATION MODELS AND THE CORE-SATELLITE SPECIES HYPOTHESIS, The American naturalist, 142(1), 1993, pp. 17-41
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