Ara mostrant els elements 14-27 de 27

    Haar Wavelets-Based Methods for Credit Risk Portfolio Modeling 

    Ortiz Gracia, Luis (Data de defensa: 2011-11-24)

    In this dissertation we have investigated the credit risk measurement of a credit portfolio by means of the wavelets theory. Banks became subject to regulatory capital requirements under Basel Accords and also to the ...

    Hodge numbers of irregular varieties and fibrations 

    González Alonso, Víctor (Data de defensa: 2013-07-08)

    In this thesis we study the geography of irregular complex projective (or compact Kähler) varieties, paying special attention to the existence of fibrations. The thesis is divided into two parts. In the first one we ...

    Homoclinic phenomena in conservative systems 

    Gonchenko, Marina (Data de defensa: 2013-04-29)

    The goal of this thesis is the study of homoclinic orbits in conservative systems (area-preserving maps and Hamiltonian systems). We consider homoclinic (bi-asymptotic) orbits either to saddle periodic orbits or to whiskered ...

    Integro-differential equations : regularity theory and Pohozaev identities 

    Ros, Xavier (Data de defensa: 2014-06-19)

    The main topic of the thesis is the study of Elliptic PDEs. It is divided into three parts: (I) integro-differential equations, (II) stable solutions to reaction-diffusion problems, and (III) weighted isoperimetric and ...

    La ingeniería y el descarte artefactual de la desalación solar de agua : las industrias de Las Salinas, Sierra Gorda y Oficina Domeyko (1872-1907) 

    Arellano-Escudero, Nelson (Data de defensa: 2015-05-26)

    In the nineteenth century, at the Atacama Desert, a phenomenon of competition occurred between different industrial water desalination techniques, one of which had excellent results and a long life using solar energy. It ...

    Local and global phenomena in piecewise-defined systems: from big bang bifurcations to splitting of heteroclinic manifolds 

    Granados Corsellas, Albert (Data de defensa: 2012-09-17)

    In the first part, we formally study the phenomenon of the so-called big bang bifurcations, both for one and two-dimensional piecewise-smooth maps with a single switching boundary. These are a special type of organizing ...

    Monodromías geométricas en familias de curvas de género 4 

    Berna Sepúlveda, Isabel (Data de defensa: 2012-02-10)

    The goal of the thesis is the effective computation of the geometric monodromy, equivalently the monodromy in the fundamental group, for families of compact connected Riemann surfaces (complex algebraic curves) of genus ...

    On geometric quantisation of integrable systems with singularities 

    Barbieri Solha, Romero (Data de defensa: 2013-10-21)

    This thesis shows an approach to geometric quantisation of integrable systems. It extends some results by Guillemin, Kostant, Rawnsley, Sniatycki and Sternberg in geometric quantisation, considering regular fibrations as ...

    Propagació d'informació en grafs i digrafs que modelen xarxes d'interconnexió simètriques 

    Mitjana, Margarida (Data de defensa: 1999-03-11)

    L'objectiu d'aquesta tesi és aprofondir en l'estudi d'una certa família de dígrafs, els dígrafs de prefix-cicle, donant nous detalls sobre la seva estructura, noves maneres d'enfocar el seu estudi, i dissenyant bons esquemes ...

    Propagation in reaction-diffusion equations with fractional diffusion 

    Coulon, Anne-Charline (Data de defensa: 2014-07-07)

    This thesis focuses on the long time behaviour of solutions to Fisher-KPP reaction-diffusion equations involving fractional diffusion. This type of equation arises, for example, in spatial propagation or spreading of ...

    Singular phenomena in the length spectrum of analytic convex curves 

    Tamarit Sariol, Anna (Data de defensa: 2015-07-06)

    Consider the billiard map defined inside an analytic closed strictly convex curve Q. Given q>2 and 0<p<q relatively prime integers, there exist at least two (p,q)-periodic trajectories inside Q. The main goal of this thesis ...

    Study of invariant manifolds in two different problems : the Hopf-zero singularity and neural synchrony 

    Castejón i Compnay, Oriol (Data de defensa: 2015-07-16)

    The main object of study of this thesis are invariant manifolds in the field of dynamical systems. We deal with two different and independent topics, namely, the study of exponentially small splitting of invariant manifolds ...

    Subespacios hiperinvariantes y característicos : una aproximación geométrica 

    Montoro López, Ma. Eulàlia (Data de defensa: 2015-05-12)

    The aim of this thesis is to study the hyperinvariant and characteristic subspaces of a matrix, or equivalently, of an endomorphism of a finite dimensional vector space. We restrict ourselves to the case of matrices A with ...

    The equations of Rees algebras of ideals of almost-linear type 

    Muiños Bellester, Ferran (Data de defensa: 2011-10-03)

    L’àlgebra de Rees R(I) d’un ideal I d’un anell Noetherià local R juga un paper molt important en àlgebra commutativa i geometria algebraica, perquè Proj(R(I)) és l’explosió (blowup) de l’esquema afí Spec(R) al llarg del ...