The application of linear operators to geophysical problems

The main result of the present theoretical paper is an original decomposition formula for the proximal operator of the sum of two proper, lower semicontinuous and convex functions f

Since the weighted shift operators are interesting in providing examples and counter-examples to illustrate many properties, we will continue in this paper the study of reflexivity

It does have a quantitative impact on speed of learning: the Perceptron learned almost two times faster in the high redundancy condition whereas the race network was three times

We can thus conclude that the distortion of a pleating operation would work on the angular values as well as on placement of the pleats, and in cases like this one they can be

In the multidi- mensional case, making again a logarithmic transformation of the principal eigenfunction, one can reduce the studied spectral problem to an appropriate boundary

The complexity of the solution of the function estimation problem using the SV representation depends on the com- plexity of the desired solution (i.e. on the required number of SVs

Since the first decade of the century (see S. Zaremba [11]) it has been known that the problem of solving (0.1) reduces to the problem of finding the orthogonal projection of a

This is even more problematic for actual tower cranes, as crane operators in their cabin are attached to the crane, and need to feel immediate response to a sudden change in