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Semiparametric posterior limits     Semiparametric  posterior  limits       2013/6/14
We review the Bayesian theory of semiparametric inference following Bickel and Kleijn (2012) and Kleijn and Knapik (2013). After an overview of efficiency in parametric and semiparametric estimation p...
Establishing bounds on the accuracy achievable by localization techniques represents a fundamental technical issue. Bounds on localization accuracy have been derived for cases in which the position of...
Analysis of experimental data must sometimes deal with abrupt changes in the distribution of measured values. Setting upper limits on signals usually involves a veto procedure that excludes data not d...
This paper presents results pertaining to sequential methods for support recovery of sparse signals in noise. Specifically, we show that any sequential measurement procedure fails provided the aver...
We characterize conjugate nonparametric Bayesian models as projective limits of conjugate, finite-dimensional Bayesian models. In particular, we identify a large class of nonparametric models represen...
The paper gives a sufkient condition for the limit of a sequence of the unique best linear estimators to be admissible. For commutative variance components models a complete characterization of hrn...
A reaction-diffusion equation an [0, 11' with the heat conductivity IC > 0, a polynomial drift term, and an additive random perturbation is considered. It is shown that if IC tends to infinity, then...
Self-similar processes are closely connected with limit : theorems for identical and in general strongly dependent variables. Moreover, since they allow heavy-tailed distributions and provide an ad...
Given n i.i.d. copies XI, . .., X, of a random variable X with distribution PA, 9 E 8 c g, we are only interested in those observations that fall into some set D = D (n) c R' having but a smd proba...
In this paper, we firstly study the Besov regularity of the local time of symmetric stable processes and of its fractional derivative. Secondly, we establish Limit theorems for occupation times of ...
Let E be a separable real Banach space not containing an isomorphic copy of c,. Let 2 be a subset of Yia(E*, E) with the property that each Q E is ~the covariance of the centred Gaussian measure pp...
The purpose of this note is to improve this convergence to a functional central limit theorem,with respect to the uniform topology,and so complete the solution to a conjecture in the literature with...
This is an expository review paper illustrating the “martin- gale method” for proving many-server heavy-traffic stochastic-process limits for queueing models, supporting diffusion-process approximatio...
Consider a martingale $M$ with bounded jumps and two sequences $a_n, b_n to infty$. We show that if the rescaled martingales M^n_t =frac{1}{sqrt{a_n}}M_{b_n t} converge weakly, then the limit is...
We give a new proof of a theorem by Le Gall and Paulin, showing that scaling limits of random planar quadrangulations are homeomorphic to the 2-sphere. The main geometric tool is a reinforcement of th...

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