Sentence examples for mapping of b from inspiring English sources

SERS mapping of b BFU-CK18 and c AOH-PSA. d Fluorescence mapping of YOYO.

Mapping of B and T cell epitopes of an allergen can be utilised in the development of alternative therapeutic modalities and diagnostics.

Assuming that n='σ', where (S_{b_{i}}left (b_{i}, p, b_{i}right) = (p, mathrm sigma text )), the literal 'σ' represents a bnode automatically mapped from the mapping of b i itself.

Fig. 2 a TEM images of Cu/CF-800 composite and the corresponding EDS mapping of b C and c Cu and d HR-TEM image of Cu/CF-800 composite.

Fig. 2 a SEM image, energy dispersive X-ray (EDX) elemental mapping of b O, c Zn, and d Cu of a ZnO-CuO mesocrystal, e a typical EDX spectrum of ZnO-CuO mesocrystal, and f N2 adsorption-desorption isotherm and pore size distribution (inset) of ZnO-CuO mesocrystal.

where { β n } ⊂ ( 0, ∞ ), B is a maximal monotone mapping in a real Hilbert space, and J r B is the resolvent mapping of B defined by J r B = ( I + r B ) − 1 for each r > 0. Rockafellar [13] proved that if the solution set B − 1 ( 0 ) is nonempty and lim inf n → ∞ β n > 0, then the sequence { x n } in (1.2) converges weakly to an element of B − 1 ( 0 ).

Mapping of B-cell epitopes in SVMPs might result in the identification of non-toxic molecules capable of inducing neutralizing antibodies and improving the anti-venom therapy.

Based on spatial mapping of b-values at many volcanoes (e.g., Wyss et al. 1997; McNutt 2005; Bridges and Gao 2006), high b-values have been widely observed in areas with high thermal gradients due to the interaction of hot fluids (vapors, gases, and liquid water) with adjacent magma bodies.

Several experimental techniques are currently available for the experimental mapping of B-cell epitopes.

The identification and mapping of B-cell epitopes on antigens has been a subject of intense research as the knowledge of these markers has profound implications for the development of peptide-based diagnostics, therapeutics and vaccines.

Definition 3.1 Let S be a self-mapping of B, x 0 ∈ X and let { x n } be an iterative sequence in B defined by x n + 1 = h ( S, x n ) for all n ≥ 0. Suppose that { x ∈ B : S x = x } ≠ ∅ and { x n } converges to a fixed point x ∗ of S. Let { υ n } be a sequence in B and let ϵ n = ∥ υ n + 1 − h ( S, υ n ) ∥.