Sentence examples for classical specification from inspiring English sources

In place of the classical specification of boundary data, we impose a nonlocal boundary condition.

The classical specification formalism involving pre- and postconditions expressed in program variables cannot directly be applied to the specification of classes, interfaces, components, and design patterns, since the program variables involved are mostly invisible outside of (dynamically selected) implementation code.

This expression pattern implies that Canna petaloidy, whether in the petals, stamens or even the carpels, is probably not a simple result of re-deployment of the classical petal specification mechanisms (A- and B-class MADS-box gene expression), and potentially involves an as yet uncharacterized molecular basis.

Even though these specifications are abstract and platform-independent the new approach of developing implementations from such initial specifications presents obvious advantages over the approaches based on classical sequential specifications.

In this work, our goal is to obtain numerically the approximate solution of a parabolic equation with non-local conditions (on four boundaries) replacing the classical boundary specifications.

Parabolic partial differential equations with non-classical boundary specifications have received considerable interest in the mathematical applications in different areas of science and engineering.

Only simple classical closed-loop specifications are required from the user.

The paper extends the classical QFT performance specifications used in lumped systems by introducing a set of inequalities for DPS.

In this way, it is possible to define the trajectories by considering constraints expressed in the frequency-domain besides the classical time-domain specifications, such as bounds on velocity, acceleration, and so on.

To estimate beta convergence, we use the classical linear regression model specification, where change in a variable (in our case, total support ratio) over some period is regressed on the initial level.

The eye has served as a classical model to study cell specification and tissue induction for over a century.