Sentence examples for invariant number from inspiring English sources

Accordingly, each neuroblast produces a nearly invariant number of neuronal and glial cells [10].

The three mitochondrially-encoded subunits of COX (COX1, COX2, COX3) typically possess conserved primary and secondary structures, including a relatively invariant number of transmembrane helices (TMHs) per subunit [ 2- 4], with COX1 and COX2 containing highly conserved catalytic sites.

C. elegans is a simple animal, with an invariant number of cells that compose several types of tissues, including muscle, sensory and nonsensory neurons, intestine, gonads, and epithelial tissue.

Overall, these changes imply that with increase in number of stones, spiny mice set out from the home base to more trips in the arena, but these trips were shorter in distance, had a shorter distance between successive stops, but preserved a relatively invariant number of stops per trip.

In order to study the number of fixed points of a continuous selfmap f : M → M on a closed, connected manifold M, three homotopy invariant numbers are associated to f: the Reidemeister number R(f), the Lefschetz number L f) and the Nielsen number N f).

While some cell types showed rather invariant numbers of potential synaptic contacts with respect to the vertical soma location, L3, L4ss, L4sp, and L5st cells displayed strong variations (Fig. 7 A – C ).

The approach to steady-state can be controlled in the model by using large, time-invariant constant numbers (Λ and Ω) that are associated with enzyme-substrate and enzyme-inhibitor binding reactions, respectively.

In control animals, the ten dorsal macrochaetae present in this region (circle in Figure 8A) were invariant in number and position in all adult flies examined (Figure 8D).

Classical Leavitt algebras were invented by Leavitt ([42, 43]) to provide universal examples of algebras without the invariant basis number property.

The unital ring R has the Invariant Basis Number (IBN) property in case, for each pair i, j ∈ N, if the left R -modules R i and R j are isomorphic, then i = j.

Extending results by Aljadeff and Rosset [6] and Rowen [50], Elek proved in [32] that any finitely generated unital algebraically amenable (mathbb {K} -algebra ({K} -algebra has the Invariant Basis Number (IBN) property, that is, any finitely generated free ({mathcal A})-module has a well-defined rank.