Asymptotic Properties of Electroproduction Structure Functions

Structure Identification Using Separatevalidation Data - Asymptotic Properties

Model structures are compared by estimating their expected prediction performance on a validation data sequence that is independent of the data sequence used for parameter estimation. Here we show that under reasonable assumptions, this common procedure asymptotically leads to a model with the best possible expected prediction performance within the given model set.

Asymptotic Behavior of Multivariate Reward Processes with Nonlinear Reward Functions

Asymptotic properties of zeta functions over finite fields

In this paper we study asymptotic properties of families of zeta and L-functions over finite fields. We do it in the context of three main problems: the basic inequality, the Brauer–Siegel type results and the results on distribution of zeroes. We generalize to this abstract setting the results of Tsfasman, Vlăduţ and Lachaud, who studied similar problems for curves and (in some cases) for vari...

Asymptotic properties of functions defined on arithmetic semigroups

Asymptotic properties of certain special arithmetical functions, like the divisor function τ(n), the sum-of-divisors function σ(n) and the Euler function φ(n) can be investigated in the general setting of arithmetical semigroups. The book of J. Knopfmacher [8] contains a detailed study of such properties, including asymptotic formulae with error estimates and extremal orders of magnitude of fun...

Polarization Response Functions in Kaon Electroproduction

The electroproduction of kaons on the nucleon is shown to be an ideal tool to extract electromagnetic form factors of strange mesons and hyperons. Longitudinal n(e, eK)Λ cross sections are found to be sensitive to the K form factor, while sensitivity to the Λ magnetic form factor can be seen in recoil-beam double polarization observables. The KKγ transition form factor could be extracted by mea...