Stochastic mobility models in space and time, Lorenzo Valerio

mar 14, 13 Stochastic mobility models in space and time, Lorenzo Valerio

Pubblicato da in Mathematical Science, Novità

 An interesting fact in nature is that if we observe agents (neurons, particles, animals, humans) behaving,or more precisely moving, inside their environment, we can recognize – tough at different space or time scales – very specific patterns. The existence of those patterns is quite obvious, since not all things in...

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Exponential-type inequalities in Rn and applications to elliptic and biharmonic equations, Federica Sani

mar 14, 13 Exponential-type inequalities in  Rn and applications to  elliptic and biharmonic equations, Federica Sani

Pubblicato da in Mathematical Science, Novità

Adams’inequality [2] in its original form is nothing but the Trudinger-Moser inequality for Sobolev spaces involving higher order derivatives. In this Thesis we present Adams-type inequalities for unbounded domains in Rn and some applications to existence and multiplicity results for elliptic and biharmonic problems involving...

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Exact Algorithms for Size Constrained Clustering, Jianyi Lin

mar 14, 13 Exact Algorithms for Size Constrained Clustering, Jianyi Lin

Pubblicato da in Mathematical Science, Novità

Clustering or cluster analysis [5] is a method in unsupervised learning and one of the most used techniques in statistical data analysis. Clustering has a wide range of applications in many areas like pattern recognition, medical diagnostics, datamining, biology, market research and image analysis among others. A cluster is a set of...

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Dynamics of an elastic satellite with internal friction. Asymptotic stability vs collision or expulsion, Emanuele Haus

mar 14, 13 Dynamics of an elastic satellite with internal friction. Asymptotic stability vs collision or expulsion, Emanuele Haus

Pubblicato da in Mathematical Science, Novità

In this thesis, we study the dynamics of an elastic body whose shape and position evolve due to the gravitational forces exerted by a point-like planet whose position is fixed in the space. The first result of the thesis is that, if any internal deformation of the body dissipates some energy, then the dynamics of the system has only...

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NON-OVERLAPPING DOMAIN DECOMPOSITION METHODS…

giu 07, 11 NON-OVERLAPPING DOMAIN DECOMPOSITION METHODS…

Pubblicato da in Mathematical Science, Novità

NON-OVERLAPPING DOMAIN DECOMPOSITION METHODS FOR THREE-DIMENSIONAL CARDIAC REACTION-DIFFUSION MODELS AND APPLICATIONS. Recent advances in biotechnology and the availability of ever more powerful computers have led to the formulation of increasingly complex models at all levels of life sciences, in particular of cardiac...

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ON QUASICONVEX CONDITIONAL MAPS

mag 31, 11 ON QUASICONVEX CONDITIONAL MAPS

Pubblicato da in Mathematical Science, Novità

Duality results and applications to Finance Quasiconvex analysis has important applications in several optimization problems in science, economics and in finance, where convexity may be lost due to absence of global risk aversion, as for example in Prospect Theory [57]. Our interest in quasiconvex analysis was triggered by the...

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ON SOME AXIOMATIC EXTENSIONS OF THE MONOIDAL…

apr 30, 11 ON SOME AXIOMATIC EXTENSIONS OF THE MONOIDAL…

Pubblicato da in Mathematical Science, Novità

ON SOME AXIOMATIC EXTENSIONS OF THE MONOIDAL T-NORM BASED LOGIC MTL: AN ANALYSIS   IN THE PROPOSITIONAL AND IN THE FIRST-ORDER CASE. The scientific area this thesis belongs to is many-valued logics: this means logics in which, from the semantical point of view, we have “intermediate” truth-values,  between 0 and 1 (which in...

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STOCHASTIC METHODS IN CANCER RESERCH…

apr 30, 11 STOCHASTIC METHODS IN CANCER RESERCH…

Pubblicato da in Mathematical Science, Novità

STOCHASTIC METHODS IN CANCER RESERCH. APPLICATIONS TO GENOMICS AND ANGIOGENESIS. In this thesis, I study three stochastic methods that can be applied for the analysis of data in cancer research and, in particular, to cancer genomic data and to images of angiogenic processes. Cancer is a multistep process where the accumulation of...

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NEURONAL ENSEMBLE MODELING AND ANALYSIS…

apr 30, 11 NEURONAL ENSEMBLE MODELING AND ANALYSIS…

Pubblicato da in Mathematical Science, Novità

NEURONAL ENSEMBLE MODELING AND ANALYSIS WITH VARIABLE ORDER MARKOV MODELS. Neuronal cells (neurons) mainly transmit signals by action potentials or spikes. Neuronal electrical activity is recorded from experimental animals by microelectrodes placed in specific brain areas. These electrochemical fast phenomena occur as all-or-none...

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WAVE PROPAGATION ANALYSIS WITH BOUNDARY ELEMENT METHOD

set 01, 10 WAVE PROPAGATION ANALYSIS WITH BOUNDARY ELEMENT METHOD

Pubblicato da in Mathematical Science

—————————————————————- DATI BIBLIOGRAFICI Vai al carrello Author: Chiara GUARDASONI Series: Mathematical sciences Format: Paperback: 132 pages (also pdf edition available) Published in: September...

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