Angular Correlation Using Rogers-Szegő-Chaos

Universality under Szegő ’ s condition ∗

This paper presents a theorem on universality on orthogonal polynomials/random matrices under a weak local condition on the weight function w. With a new inequality for polynomials and with the use of fast decreasing polynomials, it is shown that an approach of D. S. Lubinsky is applicable. The proof works at all points which are Lebesgue-points both for the weight function w and for logw.

Velocity Measurement Using Angular- and Frequency- Correlation Techniques

Detecting and estimating the velocity of slowly moving targets from a moving platform is difficult due to the Doppler broadening of the ground clutter. The latest MTI (moving target indicator) technique employs STAP (spacetime adaptive processing) to reduce the clutter's signal and thus, is able to detect the target's speed [ 11. This technique has proven to be very effective for detecting high...

Stability of Polymersomes Containing in Using Perturbed Angular Correlation Spectroscopy

Visualization of Correlation Cascade in Spatiotemporal Chaos using Wavelets

We propose a simple method to visualize spatio-temporal correlation between scales using wavelets, and apply it to two typical spatio-temporally chaotic systems, namely to coupled complex Ginzburg-Landau oscillators with diffusive interaction, and those with non-local interaction. Reflecting the difference between underlying dynamical processes, our method provides distinctive results for those...

Angular Correlation with 134 Pr

The decay of Pr produced in a nuclear fusion evaporation reaction was observed using the GAMMASPHERE array of over 100 Compton suppressed high-purity germanium γ-ray detectors. Selected γ-rays from bands 1, 5, and 6 were studied through a method of angular correlation to determine their multipolarities. The parity of band 6 could then be determined through analysis of these γ-rays’ multipolarit...