Sentence examples for minimum where the from inspiring English sources

This paper describes a novel approach that represents feature selection as a continuous regularization problem which has a single, global minimum, where the model's complexity is measured using a 1-norm on the parameter vector.

The situation may have been extreme in the Maunder Minimum where the northern hemisphere most probably did not have polar reversals during several cycles, while the southern hemisphere may have had some.

Given p vertices as sources and all vertices as destinations, and also given arbitrary requirements between sources and destinations, we investigated the problem how to construct a spanning tree of G such that the total communication cost from sources to destinations is minimum, where the communication cost from a source to a destination is the path length multiplied by their requirement.

Only included those references were used where data could be extracted or, at a minimum, where the abstract was available.

Near the minimum, where the gradient of S vanishes, this surface is approximated by the second derivative or Hessian of S. If the model is linear in the parameters the Hessian is equal to J T J.

The result is that the cost function may have local minima, where the mentioned minimization methods [23] can be trapped.

Electrons overcome the lowered potential barriers (presented by the small red arrow in Figure 4) and get trapped in the deep localized potential minima, where the blue luminescence is stronger.

Here the pauses are believed to caused by a series of energy minima where the strand separation halts and will not commence until the energy barrier is overcome.

In the DNA unzipping literature [7], [8] these pauses are believed to be caused by a series of energy minima where the strand separation stops until a certain energy threshold is overcome.

For example, near the top of the H tunnel barrier, one may assume a potential energy of the Eckart form with parameters dependent on X (see Figure 35): 10.2 The potential for the H dynamics differs significantly from this form near the two minima, where the Eckart potential is appropriate for gas-phase proton or atom transfer reactions.

In this case, it is contemplated to find an approximate solution x in A such that the error (d x, Tx)) is minimum, where d is the distance function.