Sentence examples for absolutely invariant from inspiring English sources

These findings suggest that the proposed factor structure, although it is not absolutely invariant, presents minimal differences across countries.

The absolutely invariant sequence of the loop is another indication that LIMPs have a function.

The glycine residue (Gly in LRRK2) is absolutely invariant apart from a few rare examples, which happen to be serine residues (Jaleel et al., 2007).

Then, we prove that every compact connected Lie group is a symmetric Finsler space with respect to the bi-invariant absolutely homogeneous Finsler metric.

In the following theorem similar to the Riemmanian case, we show that Lie groups with bi-invariant absolutely homogeneous Finsler metrics are symmetric Finsler space.

Every compact connected Lie group G is a symmetric Finsler space with respect to the bi-invariant absolutely homogeneous Finsler metric.

He shows that the logical operations that are both permutation-invariant and absolutely definable with respect to Kripke Platek set theory without an axiom of infinity are just those definable in first-order logic.

In this paper we propose a novel Lyapunov based approach for the gain adaptation of super-twisting algorithm ensuring global finite time convergence to the desired sliding surface for linear time invariant systems with absolutely continuous matched uncertainties/disturbances bounded together with their gradients by known functions which could be not globally Lipshitz.

We now turn to the main problem under consideration here, which is the question of the existence of semi-definite invariant subspaces for absolutely p-summing operators on a Krein space K.

A multiple alignment of conserved C-terminal domains, which was used to calculate a phylogenetic tree, revealed that only relatively few amino acid residues are absolutely conserved (i.e., invariant among all sequences sampled).

In this section we show the existence of a non-positive invariant subspace for an absolutely p-summing operators T acting on a Krein space K satisfying the two conditions stated at the end of Section 1.