Sentence examples for generalized frames from inspiring English sources

Like continuous frames, these frames can be used in the areas where we need generalized frames in a continuous aspect.

We construct a generalized frame and write new relations and inequalities using almost periodic functions, strong limit power signals, and these transform methods.

We present a set of functions in and show it to be a (tight) generalized frame (as presented by G. Kaiser (1994)).

A generalized frame decomposition for almost periodic functions is constructed by using an orthogonal basis with Laguerre functions relating to the FrHT.

In its generalized form, the frame problem is that it is practically impossible to describe, or infer, all the necessary preconditions (qualification problem) and all the possible consequences of a given action (ramification problem).

Some of these resulting sets turn out to be generalized (tight) frames as well.

There is a generalized form as well.

The geometric derivation is then extended in the setting of generalized or continuous frames.

We also model the distortion by extracting the shape parameters of generalized Gaussian density from individual frames.

A generalized two-member open frame structure is modelled using Euler Bernoulli beam theory.

In order to generalize the notion in a common frame, Alegere et al. [10] introduced the notion of generalized Sasakian space form.