Sentence examples for order problems with from inspiring English sources
For even order problems with real coefficients, one regular endpoint and arbitrary deficiency index d, we give a construction for each type and determine the number of possible conditions of each type under the assumption that there are d linearly independent square-integrable solutions for some real value of the spectral parameter.
In addition, it clearly can also be used for higher order problems with functional conditions see [18, 19].
Rynne [11] and De Coster [12] consider some general higher order problems with separated boundary conditions also.
How/if functional or structural problems in other parts of the social brain contribute to higher order problems with action recognition and with learning to recognize specific individuals on the basis of their unique movement styles remains to be seen.
The model consists of a nonlinear fourth order problem with a pointwise isometry constraint, which we discretize with Kirchhoff quadrilaterals.
Consider the fourth order problem with homogeneous boundary conditions called the biharmonic homogeneous problem textstylebegin{cases} Delta^{2} varphi=f &text{in } Omega, varphi=0 & text{on } partialOmega, frac{partialvarphi}{partial n}=0 & text{on } partialOmega, end{cases} (1) where Ω is a polygonal domain of (mathbb {R}^{d}, d=2,3) and ∂Ω is a Lipschitz-continuous boundary of Ω [1].
Thus, fourth-order problems with N > 4 have been studied by many authors.
As of late, a few papers have been published on the fractional-order problems with SDD (see [13 20] and references therein).
We develop in this paper an energy ordering problem with multiple energy supplying sources and multiple traders trying to satisfy customers' demands.
While there have been heuristics developed for the disassemble-to-order problem with stochastically proportional yields, a suitable, powerful heuristic for binomial yields is needed in order to facilitate solving problems with complex real-world product structures.
In [8], Green's function for a differential second-order problem with additional conditions, for example, NBCs, has been investigated.
