Sentence examples for this continuous problem from inspiring English sources

Now, this continuous problem can for suitable wavelet bases be transformed into an equivalent well-conditioned problem in (l_{2}).

The KKT optimality conditions for this continuous problem are: (displaystyle frac {partial mathrm {L}(boldsymbol {alpha }, boldsymbol {delta }, mathbf {N}_{q})}{partial {N}_{q}^=0, forall q ) (Rightarrow displaystyle exp left (frac {R^{min}}{N_{q}^right) left (frac {1}{s}-frac {R^{min}}{s N_{q}^right) -frac {1}{s} + alpha ^ - delta _{q}^ =0 ) (forall q,delta _{q}^=0) and (N_{q}^>0).

Since the traditional PSO mechanism is used to handle the continuous problem, in this paper, the discrete PSO is adopted to encode the particles as the binary variables.

These stabilized methods mimic different possible functional settings of the continuous problem.

The energy method is used to derive well-posed boundary conditions for the continuous problem.

The importance of observing the L2 invariance of the continuous problem is demonstrated through numerical experiments.

By applying the energy method, well-posed boundary conditions for the continuous problem are derived.

The system, created by the start-up company Knewton, has given the university a fresh way of addressing the continuous problem of students being unprepared for college math.

The focus is on the preservation of the basic properties of the principal eigenvalue and eigenfunctions of the continuous problem.

We introduce a compact operator to analyze the continuous problem.

In the wavelet methods, the continuous problem is transformed into a well-conditioned discrete problem.