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From the mathematical kinetic, and stochastic game theory to modelling mutations, onset, progression and immune competition of cancer cells

Physics of life reviews, 2008-12, Vol.5 (4), p.183-206

2008

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A Model for the Formation and Evolution of Traffic Jams

Archive for rational mechanics and analysis, 2008-02, Vol.187 (2), p.185-220

2008

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Complexity analysis and mathematical tools towards the modelling of living systems

Physics of life reviews, 2009-09, Vol.6 (3), p.144-175

2009

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How combination therapies shape drug resistance in heterogeneous tumoral populations

Letters in biomathematics, 2018-06, Vol.5 (sup1), p.S160-S177

2018

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On the modelling of genetic mutations and immune system competition

Computers & mathematics with applications (1987), 2011-05, Vol.61 (9), p.2362-2375

2011

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Weather routing in long-distance Mediterranean routes

Theoretical and applied climatology, 2010-10, Vol.102 (1-2), p.125-137

2010

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MATHEMATICAL TOPICS ON THE MODELLING COMPLEX MULTICELLULAR SYSTEMS AND TUMOR IMMUNE CELLS COMPETITION

Mathematical models & methods in applied sciences, 2004-11, Vol.14 (11), p.1683-1733

2004

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Generalized kinetic theory approach to modeling spread- and evolution of epidemics

Mathematical and computer modelling, 2004, Vol.39 (1), p.1-12

Delitala, M

2004

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On the mathematical theory of vehicular traffic flow II: Discrete velocity kinetic models

International journal of non-linear mechanics, 2007-04, Vol.42 (3), p.411-421

2007

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ON THE MATHEMATICAL THEORY OF VEHICULAR TRAFFIC FLOW I: FLUID DYNAMIC AND KINETIC MODELLING

Mathematical models & methods in applied sciences, 2002-12, Vol.12 (12), p.1801-1843

2002

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Groundwater fluxes into a submerged sinkhole area, Central Italy, using radon and water chemistry

Applied geochemistry, 2005-10, Vol.20 (10), p.1831-1847

2005

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On the coupling of higher and lower scales using the mathematical kinetic theory of active particles

Applied mathematics letters, 2009-05, Vol.22 (5), p.646-650

2009

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U/Th dating of freshwater travertine from Middle Velino Valley (Central Italy): paleoclimatic and geological implications

Palaeogeography, palaeoclimatology, palaeoecology, 2002-08, Vol.184 (1), p.147-161

2002

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Last interglacial sea level changes in Mallorca island (Western Mediterranean). High precision U-series data from phreatic overgrowths on speleothems

Zeitschrift für Geomorphologie, 2006-03, Vol.50 (1), p.1-21

2006

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Critical analysis and perspectives on kinetic (cellular) theory of immune competition

Mathematical and computer modelling, 2002-01, Vol.35 (1), p.63-75

Delitala, M.

2002

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Modelling complex systems in applied sciences; methods and tools of the mathematical kinetic theory for active particles

Mathematical and computer modelling, 2006-06, Vol.43 (11), p.1310-1328

2006

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A mathematical model for immune and autoimmune response mediated by T-cells

Computers & mathematics with applications (1987), 2013-10, Vol.66 (6), p.1010-1023

2013

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MATHEMATICAL METHODS AND TOOLS OF KINETIC THEORY TOWARDS MODELLING COMPLEX BIOLOGICAL SYSTEMS

Mathematical models & methods in applied sciences, 2005-11, Vol.15 (11), p.1639-1666

2005

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Bifurcation analysis for a mean field modelling of tumor and immune system competition

Mathematical and computer modelling, 2003-06, Vol.37 (11), p.1131-1142

2003

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FROM METHODS OF THE MATHEMATICAL KINETIC THEORY FOR ACTIVE PARTICLES TO MODELING VIRUS MUTATIONS

Mathematical models & methods in applied sciences, 2011-04, Vol.21 (supp01), p.843-870

2011

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How Combination Therapies Shape Drug Resistance in Heterogeneous Tumoral Populations

Letters in biomathematics, 2018, Vol.5 (2)

2018

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MODELLING EPIDEMICS AND VIRUS MUTATIONS BY METHODS OF THE MATHEMATICAL KINETIC THEORY FOR ACTIVE PARTICLES

Mathematical models & methods in applied sciences, 2009-08, Vol.19 (supp01), p.1405-1425

2009

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Uterine morphology during the annual cycle in Chalcides ocellatus tiligugu (Gmelin) (Squamata: Scincidae)

Journal of morphology (1931), 2000-02, Vol.243 (2), p.153-165

2000

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Perception of intense precipitation events by public opinion

Natural hazards and earth system sciences, 2005-01, Vol.5 (4), p.499-503

Delitala, A. M. S.

2005

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Nonlinear models of vehicular traffic flow – new frameworks of the mathematical kinetic theory

Comptes rendus. Mecanique, 2003-12, Vol.331 (12), p.817-822

Delitala, Marcello

2003

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From the mathematical kinetic, and stochastic game theory to modelling mutations, onset, progression and immune competition of cancer cells

A Model for the Formation and Evolution of Traffic Jams

Complexity analysis and mathematical tools towards the modelling of living systems

How combination therapies shape drug resistance in heterogeneous tumoral populations

On the modelling of genetic mutations and immune system competition

Weather routing in long-distance Mediterranean routes

MATHEMATICAL TOPICS ON THE MODELLING COMPLEX MULTICELLULAR SYSTEMS AND TUMOR IMMUNE CELLS COMPETITION

Generalized kinetic theory approach to modeling spread- and evolution of epidemics

On the mathematical theory of vehicular traffic flow II: Discrete velocity kinetic models

ON THE MATHEMATICAL THEORY OF VEHICULAR TRAFFIC FLOW I: FLUID DYNAMIC AND KINETIC MODELLING

Groundwater fluxes into a submerged sinkhole area, Central Italy, using radon and water chemistry

On the coupling of higher and lower scales using the mathematical kinetic theory of active particles

U/Th dating of freshwater travertine from Middle Velino Valley (Central Italy): paleoclimatic and geological implications

Last interglacial sea level changes in Mallorca island (Western Mediterranean). High precision U-series data from phreatic overgrowths on speleothems

Critical analysis and perspectives on kinetic (cellular) theory of immune competition

Modelling complex systems in applied sciences; methods and tools of the mathematical kinetic theory for active particles

A mathematical model for immune and autoimmune response mediated by T-cells

MATHEMATICAL METHODS AND TOOLS OF KINETIC THEORY TOWARDS MODELLING COMPLEX BIOLOGICAL SYSTEMS

Bifurcation analysis for a mean field modelling of tumor and immune system competition

FROM METHODS OF THE MATHEMATICAL KINETIC THEORY FOR ACTIVE PARTICLES TO MODELING VIRUS MUTATIONS

How Combination Therapies Shape Drug Resistance in Heterogeneous Tumoral Populations

MODELLING EPIDEMICS AND VIRUS MUTATIONS BY METHODS OF THE MATHEMATICAL KINETIC THEORY FOR ACTIVE PARTICLES

Uterine morphology during the annual cycle in Chalcides ocellatus tiligugu (Gmelin) (Squamata: Scincidae)

Perception of intense precipitation events by public opinion

Nonlinear models of vehicular traffic flow – new frameworks of the mathematical kinetic theory

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