Horst R Thieme

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O. DiekmannProfessor of Mathematics, Utrecht UniversityVerified email at uu.nl
Mats GyllenbergUniversity of HelsinkiVerified email at helsinki.fi
Hal L. SmithArizona State University, School of Mathematical and Statistical SciencesVerified email at asu.edu
Carlos Castillo-ChavezRegents Professor, ASU; Santa Fe Institute; BSCB Cornell UniversityVerified email at asu.edu
Maia MartchevaUniversity of FloridaVerified email at ufl.edu
Zhilan fengPurdue UniversityVerified email at purdue.edu
Mimmo IannelliTrento UniversityVerified email at unitn.it
Philippe ClémentTU Delft, The Netherlands Emeritus ProfessorVerified email at tudelft.nl
Konstantin MischaikowRutgers UniversityVerified email at math.rutgers.edu
André de RoosProfessor in Theoretical Ecology, University of AmsterdamVerified email at uva.nl
lennart perssonDepartmnet of Ecology and Environmental Science, Umeå universityVerified email at emg.umu.se
Herbert HethcoteUniversity of IowaVerified email at uiowa.edu
Pauline van den DriesscheUniversity of VictoriaVerified email at math.uvic.ca
Yang KuangArizona State UniversityVerified email at asu.edu
Guihong FanColumbus State UniversityVerified email at columbusstate.edu
Azmy S. AcklehUniversity of Louisiana at LafayetteVerified email at louisiana.edu
Stanley H. FaethAssoc. Dean Res., Prof. Biology, UNCGVerified email at uncg.edu
Zdzislaw JackiewiczProfessor of Mathematics, Arizona State UniversityVerified email at asu.edu
Gergely RöstUniversity of Szeged (Oxford, ASU, York U Toronto)Verified email at math.u-szeged.hu
Pierre MagalUniversité BordeauxVerified email at u-bordeaux.fr

Horst R Thieme

School of Mathematical and Statistical Sciences, Arizona State University

Verified email at asu.edu


Title Sort by citations Sort by year Sort by title	Cited by Cited by	Year
Mathematics in Population Biology HR Thieme Princeton University Press, 2003	1252*	2003
Convergence results and a Poincaré-Bendixson trichotomy for asymptotically autonomous differential equations HR Thieme Journal of mathematical biology 30 (7), 755-763, 1992	666	1992
Persistence under relaxed point-dissipativity (with application to an endemic model) HR Thieme SIAM Journal on Mathematical Analysis 24 (2), 407-435, 1993	584	1993
Dynamical systems and population persistence HL Smith, HR Thieme American Mathematical Soc., 2011	411	2011
A competitive exclusion principle for pathogen virulence HJ Bremermann, HR Thieme Journal of mathematical biology 27 (2), 179-190, 1989	384	1989
Asymptotic speeds of spread and traveling waves for integral equations and delayed reaction–diffusion models HR Thieme, XQ Zhao Journal of Differential Equations 195 (2), 430-470, 2003	339	2003
Spectral bound and reproduction number for infinite-dimensional population structure and time heterogeneity HR Thieme SIAM Journal on Applied Mathematics 70 (1), 188-211, 2009	304	2009
Semiflows generated by Lipschitz perturbations of non-densely defined linear operators HR Thieme Differential and Integral Equations 3 (6), 1035-1066, 1990	298	1990
How may infection-age-dependent infectivity affect the dynamics of HIV/AIDS? HR Thieme, C Castillo-Chavez SIAM Journal on Applied Mathematics 53 (5), 1447-1479, 1993	273	1993
"Integrated semigroups" and integrated solutions to the abstract Cauchy problem HR Thieme J. Math. Analysis and Applications 152, 416-447, 1990	266	1990
Asymptotically autonomous epidemic models C Castillo-Chavez, H Thieme	259	1994
Uniform persistence and permanence for non-autonomous semiflows in population biology HR Thieme Mathematical Biosciences 166 (2), 173-201, 2000	249	2000
A model for the spatial spread of an epidemic HR Thieme Journal of Mathematical Biology 4 (4), 337-351, 1977	246	1977
On the stability of the cell size distribution O Diekmann, HJAM Heijmans, HR Thieme Journal of Mathematical Biology 19 (2), 227-248, 1984	239	1984
Asymptotically autonomous semiflows: chain recurrence and Lyapunov functions K Mischaikow, H Smith, HR Thieme Transactions of the American Mathematical Society 347 (5), 1669-1685, 1995	234	1995
Stability of the endemic equilibrium in epidemic models with subpopulations HW Hethcote, HR Thieme Mathematical Biosciences 75 (2), 205-227, 1985	224	1985
On the formulation and analysis of general deterministic structured population models II. Nonlinear theory O Diekmann, M Gyllenberg, H Huang, M Kirkilionis, JAJ Metz, HR Thieme Journal of mathematical biology 43 (2), 157-189, 2001	212	2001
On the formulation and analysis of general deterministic structured population models I. Linear theory O Diekmann, M Gyllenberg, JAJ Metz, HR Thieme Journal of Mathematical Biology 36 (4), 349-388, 1998	200	1998
Asymptotically autonomous differential equations in the plane HR Thieme The Rocky Mountain Journal of Mathematics, 351-380, 1994	197	1994
Asymptotic estimates of the solutions of nonlinear integral equations and asymptotic speeds for the spread of populations. HR Thieme Walter de Gruyter, Berlin/New York 1979 (306), 94-121, 1979	177	1979

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