Sentence examples for a chain component of from inspiring English sources

where ( Delta {A}_i^{t, T} ) corresponds to a chain component of the variation in accessibility for the whole period: ( Delta {A}_i^{0, T}=Delta {A}_i^{0, t}bullet Delta {A}_i^{t, T} ).

It is called a strict Liapunov function for F if it is a Liapunov function for F and L ( f ( x ) ) < L ( x ) whenever x ∉ R F. A chain component of an invertible IFS F is an equivalence class of the following equivalence relation on R F. Points x and y are equivalent if and only if, for each ε > 0, there is an ε -chain for F and an ε -chain for F − 1, each of which contains both x and y.

Curiously, the protein Dyn2p, a light chain component of the dynein microtubule motor, binds to Nup159p and helps form a rigid filamentous structure that may stiffen the cytoplasmic filament projecting it out from the core scaffold (Stelter et al. 2007).

It is easy to show that if a diffeomorphism has a finite number of chain components, then every chain component is locally maximal, and therefore, every chain component of a tame diffeomorphism is locally maximal.

Every chain component of f is a closed f-invariant set.

Laminin α1β1γ1, the α2 chain (component of laminin α2β1γ1), and the α5 chain (component of laminin α5β1γ1) are expressed at vascular sites in rat and human retinae [26].

β2M is the light chain component of the class I major histocompatibility complex (MHC I) molecule.

Haemoglobin beta is one of the globins chain components of haemoglobin A, whose basic function is oxygen transport (Giardina et al, 1995).

The relation ↭ induces on R ( f ) an equivalence relation, whose classes are called chain components of f.

The relation ↭ on R ( f ) induces an equivalence relation, whose classes are called chain components of f.

The relation ↭ induces an equivalence relation on R ( f ), whose classes are called chain components of f.