Luisa Arlotti - Concepedia

Author

Luisa Arlotti

University of Udine

Also Known As

Arlotti, Luisa, L Arlotti, L. ARLOTTI, L. Arlotti, LUISA ARLOTTI, Luisa Arlotti

Publications

914

Citations

H-Index

Concepts

All Affiliations

University of Udine Polytechnic University of Turin University of Warsaw University of KwaZulu-Natal Centre National de la Recherche Scientifique

About

Luisa Arlotti is an author at University of Udine specializing in engineering, physics, and transport phenomena.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	8	8	306
2	Medicine	1	1	42
3	Public Health	1	1	33
4	Biostatistics	1	1	55
5	Epidemiology	1	1	33

Luisa Arlotti

Publications

603

Citations

H-Index

Page 1

	Year	Citations
GENERALIZED KINETIC (BOLTZMANN) MODELS: MATHEMATICAL STRUCTURES AND APPLICATIONS Luisa Arlotti, N. BELLOMO, Elena De Angelis Mathematical Models and Methods in Applied Sciences Analytic ProblemsApplied Mathematical ModellingMathematical ModelingEngineeringEntropy	2002	115
Kinetic equations modelling population dynamics Luisa Arlotti, Nicola Bellomo, Mirosław Lachowicz Transport Theory and Statistical Physics Boltzmann Equationcauchy ProblemBoltzmann EquationPopulation DynamicBiostatisticsKinetics (Physics)	2000	55
Solution of a new class of nonlinear kinetic models of population dynamics Luisa Arlotti, Nicola Bellomo Applied Mathematics Letters Nonlinear Kinetic ModelsPopulation DynamicNew ClassKinetics (Physics)Population Balance Modeling	1996	46
A Kinetic Model of Tumor/Immune System Cellular Interactions Luisa Arlotti, A. Gamba, Mirosław Lachowicz Computational and Mathematical Methods in Medicine EngineeringArtificial Immune SystemImmunologyImmunoeditingImmune System	2001	42
A perturbation theorem for positive contraction semigroups on L 1-spaces with applications to transport equations and Kolmogorov's differential equations Luisa Arlotti Acta Applicandae Mathematicae Topological SemigroupsPerturbation TheoremPositive Contraction SemigroupsTransformation SemigroupsFunctional Analysis	1991	41
From the Jager and Segel model to kinetic population dynamics nonlinear evolution problems and applications Luisa Arlotti, Nicola Bellomo, Khalid Latrach Mathematical and Computer Modelling Dynamic EquilibriumPopulation DynamicSegel ModelPopulation Balance ModelingEvolution Equation	1999	38
Strictly substochastic semigroups with application to conservative and shattering solutions to fragmentation equations with mass loss Luisa Arlotti, Jacek Banasiak Journal of Mathematical Analysis and Applications Numerical AnalysisSubstochastic SemigroupsTopological SemigroupsEngineeringHyperbolic Conservation Law	2004	38
Qualitative analysis of a nonlinear integrodifferential equation modeling tumor-host dynamics Luisa Arlotti, Mirosław Lachowicz Mathematical and Computer Modelling Qualitative AnalysisNonlinear ProcessNonlinear EquationNonlinear Hyperbolic ProblemBiomedical Modeling	1996	35
Population dynamics with stochastic interaction Luisa Arlotti, Nicola Bellomo Transport Theory and Statistical Physics EngineeringEvolutionary DynamicStochastic ProcessesEpidemiological DynamicStochastic Individual Interaction	1995	33
On a class of integro-differential equations modeling complex systems with nonlinear interactions Luisa Arlotti, Elena De Angelis, Luisa Fermo, Applied Mathematics Letters Integro-differential EquationsEngineeringSystems EngineeringComplex SystemsComplex Modeling	2011	31

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