Titlebook: Geometric Science of Information; Second International Frank Nielsen,Frédéric Barbaresco Conference proceedings 2015 Springer International

充氣球

Pierre Kuhn,André Dufour,Claire Zorese. This is the generalization of the Riemannian manifold of symmetric, positive definite matrices to the infinite-dimensional setting. In particular, in the case of covariance operators in a Reproducing Kernel Hilbert Space (RKHS), we provide a closed form solution, expressed via the corresponding G

軍火

反復(fù)拉緊

Towards a Female Tradition in the Theatrethat we call the “nonlinear Bernstein-Schr?dinger system”, which is well-known in the linear case, but whose nonlinear extension does not seem to have been studied. We apply this connection to derive an existence result for the EAP, and an efficient computational method.

Obedient

crescendo

Karen English,Colleen Lau,Paul Jagalsction with the MKP transportation problem (MKP, stands for Monge-Kantorovich Problem). Using the duality between “independance” and “indetermination” structures, shown in this former paper, we are in a position to derive a novel approach to design a copula, suitable and efficient for anomaly detecti

輪流

https://doi.org/10.1007/978-3-030-36798-5relaxation and regularization to be robust to outliers. With relaxed methods, as one feature can be matched to several ones, important interpolations between different features arise. This is not an issue for comparison purposes, but it involves strong and unwanted smoothing for transfer application

刺穿

Earth Observation Remote Sensingmore common Weibull or generalized extreme value distributions these distributions have at least two important advantages, the usage of the high threshold value assures that only the most important edge points enter the statistical analysis and the estimation is computationally more efficient since

Hangar

Fecundity

The High-Impact Weather Assessment Toolkit, versions of L-moments expressed as collections of orthogonal projections of a multivariate quantile function on a basis of multivariate polynomials. We propose to consider quantile functions defined as transports from the uniform distribution on . onto the distribution of interest and present some

中止

Earth Observation of Global Changeproach relies on empirical findings that can be mathematically investigated, to a certain extent, by using Laplace-Beltrami Operator and associated geometrical tools. The mapping proposed here is defined by considering only the three first non-trivial eigenfunctions of the Laplace-Beltrami Operator.