seismic coherency is a measure of lateral changes in acoustic impedance that are caused by variations in structure, stratigraphy, lithology, porosity, and fluid content. seismic coherency is a geometrical attribute that establishes temporal and lateral relationships with other attributes. seismic coherency can be defined by coherency attributes. when coherency attributes are applied to seismic ...

Six experiments were conducted investigating perceived auditory continuity with alternately rising and falling frequency glides, in which the glides were perceived as continuous when deleted portions were replaced by white noise bursts. The first three experiments showed that perceptual continuity could be obtained when the deleted portion came either in the middle of the glide, or at the top a...

in today’s turbulent world, the continuity of criticalactivities in the event of disruptions, and also fast recovery and return tobusiness as usual, are vital for sustainable success of companies. maintainingcontinuous delivery of critical business processes in the event of disruptions isa matter of business continuity. business continuity management system (bcms)is concerned with the developme...

The cause of backscattering in the Rayleigh angle has first been explained by means of finite beam models in which there are inherently present backward traveling components that explain the backscattering effect. Later, the nature of backscattered sound was proved to consist mostly of incoherent sound due to material anomalies. The present work shows that besides the well known real Snell’s la...

PURPOSE Becoming certified as a patient-centered medical home now requires practices to measure how effectively they provide continuity of care. To understand how continuity can be improved, we studied the association between provider practice characteristics and interpersonal continuity using the Usual Provider Continuity Index (UPC). METHODS We conducted a mixed-methods study of the relatio...

Hölder continuity, |Nλ(E) − Nλ(E )| ≤ C|E − E|, with a constant C independent of the disorder strength λ is proved for the integrated density of states Nλ(E) associated to a discrete random operator H = Ho + λV consisting of a translation invariant hopping matrix Ho and i.i.d. single site potentials V with an absolutely continuous distribution, under a regularity assumption for the hopping term.