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AALTO University Royaume Uni University of Cambridge University of Manchester Roumanie Universtité Poltehnica di Milano Politecnico di Torino Japon University of Shizuoka Luxembourg Centre de Recherche Tudor Norvège Poltehnica de Bucarest Singapour National University of Singapore Nanyang Technological University USA Penn
convergence questions of ergodic averages along squares with polynomial weights for L 1 functions. This Divergence of weighted square averages in L^1
République Tchèque Université de Pécs Hongrie University of South-Eastern Norway Norvège Université de Jaume Application form for the EDUC gap semester and scholarship Gap semester agreement for student mobility mobility Learning agreement for student mobility in an EDUC university Certificate of arrival at an EDUC university university Certificate of attendance in an EDUC university
Laplacian of higher order of the graph and to the Betti number betak. A rescaling of the walk for k 2 cycle-valued to the graph G a k-simplex edge for k 1 triangle for k 2 tetrahedron for k 3 etc. belongs to C if all the a vertex of G to a neighboring vertex providing information on the connected components of the graph natural and well-known way to discover the topology of random structures such as a random graph G is to graph G. The number of these connected components is the Betti number beta0. To gather further information
Espagne University of Helsinki Finlande Università di Torino Italie University of Leeds Royaume-Uni Université University of California-Berkeley États-Unis Cornell University États-Unis Duke University États-Unis
method within the framework of supervised learning for which we establish rates of convergence. An in-depth developed as part of this thesis. It provides a comprehensive suite for the analysis of exponential Hawkes leveraging the temporal structure of the data. Taking advantage of this modelling a classification procedure show the relevance of our method which could contribute to a better understanding of behavioural determinants corroborates our theoretical findings both for support recovery and for supervised classification. To bridge Inference and classification for Hawkes processes: from an application in ecology to a theoretical high-dimensional
truncating the Taylor series expansion of f and estimating the coefficients of the truncated series. We derive maximum likelihood estimation of latent variable models and Bayesian inference for un-normalised models. Detailed Detailed numerical studies are performed for a range of applications to determine how competitive and samples with expectation m into an unbiased estimate of f m . Specifically we develop estimators that are whole approach simple to use. We develop our methods for the specific functions f x logx and f x 1 x as they approach to unbiased Monte Carlo estimation of smooth functions of expectations (en collaboration avec Francesca
dependence by focusing on two aspects of their connection the overconsumption of TV series and the production the prevalence of TV series addiction as well as its consequences in order to make sense of its mechanics mechanics. For similar reasons the authors also include professionals working with children and teenagers since scriptwriters as well as academics in the fields of film and TV series studies cultural studies and narratology understand what it is about the construction or reception of TV series that aims to create maintain amplify or
generation of women writers is taking up the subject and forging a new literary tradition. Table of contents Presentation This book aims to study the representation of motherhood in self-life writing by English-speaking as artists with their duties to their children. For those women who claim their right to be both mothers chief among which is the representations that we have of what being an artist should be like as well as the tropes which recur in texts written on the subject of motherhood by looking at them from both a literary
other. Although we know that more than 50 of human beings live today in urban spaces and that megacities are The final scene of Kafka's The Trial is set in an in-between zone an indefinite space that links almost are are becoming increasingly more crucial hotspots of the planet the relationship between the city and Literature and Literary Theory at the University of Trieste. Her research interests focus on intercultural
