Sentence examples for regular problems of from inspiring English sources

Even for regular problems of order four no such forms are available.

To that, Benedict replies that courts have eviscerated states' power to block Indian casinos, adding: "All the regular problems of casino development are compounded by sovereignty.

"At least somebody ought to say Mr. Mourdock simply is unqualified to handle the complex situations in our world today, foreign policy or complex economic problems or — as a matter of fact, until he builds a staff, and that will take some time — even regular problems of ordinary Hoosiers," Mr. Lugar said, later adding, "Do not elect an unqualified person to serve in the Senate".

In addition, Brown et al. [3] constructed a sequence of regular problems for a given fourth-order singular symmetric differential operator and showed that the eigenvalues of the singular problem are exactly the limits of eigenvalues of this sequence in the case that each endpoint is either regular or in l.c.c.

If this is a regular problem for you, it could be a sign of any of the following problems: Insomnia.

In each issue I present three regular problems (the first of which is normally bridge-related) and one "speed" problem.

It contains two sections, with the first one measuring the perceived health status in terms of a series of regular problems or complaints that people have in their daily lives, while the second section focuses on activities that can be affected by the health status of the individual.

Unfortunately, we do not know the exact position of t 0 and therefore, it is not possible to construct a universal Lebesgue integrable majorant for all functions f ( t, u n ( t ), u n ′ ( t ) ), where u n are positive solutions of a sequence of auxiliary regular problems.

Further, we shall remark that although the minimal operator is densely defined in the case that (a = -infty) and (b = +infty), the minimal operators of the induce regular problems that will be used to approximate the singular one are not densely defined, and so their self-adjoint extensions have to be characterized by the theory of subspaces.

It is well-known that classical integration schemes designed for regular systems of IVPs become inefficient for piecewise regular problems.

Ms Wardle's research in the BGPS shows that children of regular, problem gamblers are 7.2 times more likely to become problem gamblers themselves.