Dmitrii O. Logofet
Dmitrii O. Logofet
Russian Acad.Sci., Inst. of Atmospheric Physics, Lab. of Mathematical Ecology
Bestätigte E-Mail-Adresse bei postman.ru
TitelZitiert vonJahr
Interaction strengths in food webs: issues and opportunities
EL Berlow, AM Neutel, JE Cohen, PC De Ruiter, BO Ebenman, ...
Journal of animal ecology 73 (3), 585-598, 2004
5252004
Matrices and Graphs Stability Problems in Mathematical Ecology
D Logofet
CRC press, 2018
1922018
The mathematics of Markov models: what Markov chains can really predict in forest successions
DO Logofet, EV Lesnaya
Ecological modelling 126 (2-3), 285-298, 2000
1452000
A primer on radial basis functions with applications to the geosciences
B Fornberg, N Flyer
Society for Industrial and Applied Mathematics, 2015
1402015
Convexity in projection matrices: projection to a calibration problem
DO Logofet
Ecological Modelling 216 (2), 217-228, 2008
542008
Succession in mixed boreal forest of Russia: Markov models and non-Markov effects
VN Korotkov, DO Logofet, M Loreau
Ecological Modelling 142 (1-2), 25-38, 2001
492001
Selection on stability across ecological scales
JJ Borrelli, S Allesina, P Amarasekare, R Arditi, I Chase, J Damuth, ...
Trends in ecology & evolution 30 (7), 417-425, 2015
452015
Markov chain models for forest successions in the Erzgebirge, Germany
B Benabdellah, KF Albrecht, VL Pomaz, EA Denisenko, DO Logofet
Ecological Modelling 159 (2-3), 145-160, 2003
432003
Stronger-than-Lyapunov notions of matrix stability, or how “flowers” help solve problems in mathematical ecology
DO Logofet
Linear algebra and its applications 398, 75-100, 2005
412005
Structure and dynamics of a clonal plant population: classical model results in a non-classic formulation
DO Logofet, NG Ulanova, IN Klochkova, AN Demidova
Ecological Modelling 192 (1-2), 95-106, 2006
312006
‘Hybrid’optimisation: a heuristic solution to the Markov-chain calibration problem
DO Logofet, VN Korotkov
Ecological Modelling 151 (1), 51-61, 2002
302002
Projection matrices in variable environments: λ1 in theory and practice
DO Logofet
Ecological modelling 251, 307-311, 2013
282013
Leslie model revisited: some generalizations to block structures
AI Csetenyi, DO Logofet
Ecological Modelling 48 (3-4), 277-290, 1989
281989
Nonnegative matrices as a tool to model population dynamics: classical models and contemporary expansions
DO Logofet, IN Belova
Journal of Mathematical Sciences 155 (6), 894-907, 2008
262008
Modelling of matter cycle in a mesotrophic bog ecosystem II. Dynamic model and ecological succession
DO Logofet, GA Alexandrov
Ecological modelling 21 (4), 259-276, 1984
261984
Complexity in matrix population models: polyvariant ontogeny and reproductive uncertainty
DO Logofet
Ecological complexity 15, 43-51, 2013
252013
Three sources and three constituents of the formalism for a population with discrete age and stage structures
DO Logofet
Matematicheskoe modelirovanie 14 (12), 11-22, 2002
232002
Inhomogeneous Markov models for succession of plant communities: new perspectives on an old paradigm
DO Logofet, LL Golubyatnikov, EA Denisenko
BIOLOGY BULLETIN-RUSSIAN ACADEMY OF SCIENCES C/C OF IZVESTIIA-ROSSIISKOI …, 1997
191997
Conceptual and mathematical modelling of matter cycling in Tajozhny Log bog ecosystem
GA Alexandrov, NI Bazilevich, DO Logofet, AA Tishkov, TE Shytikova
Wetlands and Shallow Continental Water Bodies 2, 45-93, 1994
181994
Adaptation on the ground and beneath: does the local population maximize its λ1?
DO Logofet, NG Ulanova, IN Belova
Ecological complexity 20, 176-184, 2014
172014
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