Estimates of Hellinger integrals of infinitely divisible distributions
Estimating interactions in binary lattice data with nearest-neighbor property
Estimation and annealing for Gibbsian fields
Estimation and tests of the discrete probability law based on the empirical generating function, (two dimensional case).
Estimation de la densité du recuit simulé
Estimation of a centrality parameter and random sampling time. I. Necessary conditions for optimality
Estimation of reduced Palm distributions by random methods for Cox processes with unknown probability law
Let , i ≥ 1, be i.i.d. observable Cox processes on [a,b] directed by random measures Mi. Assume that the probability law of the Mi is completely unknown. Random techniques are developed (we use data from the processes ,..., to construct a partition of [a,b] whose extremities are random) to estimate L(μ,g) = E(exp(-(N(g) - μ(g))) | N - μ ≥ 0).