Note also that the convergent spacing lengths appeared to follow a phase bias, at least among the short ones (up to 30 bps).
Although the modal spacing length is similar to the co-directional distribution (0 bps), the higher mean of the convergent spacing lengths (195 bps) indicates that these spacing lengths tend to be longer than co-directional ones, probably because the convergent gene pairs are basically inter-operonics.
No matter whether one uses Heisenberg's matrix approach, Hilbert's operator formalism, Schrödinger's wave equation or some other formalism, the mathematics involves integrals, derivatives, infinite (convergent) sums, spaces with infinite dimension, and so on (see the entry on quantum mechanics).
In this article, we study some new ideal convergent sequence spaces on n-normed spaces by using Orlicz functions, infinite matrix and generalized difference operator.
The scheme is applied to three benchmark problems and is found to be superlinearly convergent in space.
The fully discrete moving collocation method proposed is shown to be fourth-order convergent in space and it is then employed to simulate the blow-up solutions to the generalized KdV equations.
The scheme is also convergent in space in the mean-square sense as far as the primal unknown field, its gradient, the flux variable and its divergence are concerned, and in time in an appropriate sense for each one of these four fields.
In this paper, we define a new generalized difference matrix B ( m ) n and introduce some B ( m ) n -difference statistically convergent sequence spaces in a real linear 2-normed space.
Before we state our main results, first we shall present some new ideal convergent sequence spaces by combining an infinite matrix and Orlicz function and study their linear topological structures.
