The Mexican axolotl V(H) segments associated with the Igh C mu and C nu isotypes were isolated from anchored PCR libraries prepared from spleen cell cDNA. The eight new V(H) segments found bring the number of V(H) families in the axolotl to 11. Each V(H) had the canonical structural features of vertebrate V(H) segments, including residues important for the correct folding of the Ig domain. The ...

Let H and V be two complex Hilbert spaces. Assume that V is a dense subspace in H and the injection of V into H is continuous. If H is identified with its dual space, we may write V ⊂ H ⊂ V ∗ densely and the corresponding injections are continuous. The norm on V , H, and V ∗ will be denoted by ‖ · ‖, | · |, and ‖ · ‖∗, respectively. The duality pairing between the element v1 of V ∗ and the elem...

Surface charge of mixtures of lepidocrocite and i\lite determined by adsorption of potentia l-determining and electrolyte ions is studied as a functi on of pH and NaCI concentration. Deviations between results oblained by both methods were a fu nction of the ill ile content of the mixtures, and can be mainly attributed lO coatings of hydroxyalum inium compl exes on the constant charge surfaces ...

1.2 Solution Proof. Let n = |V |. Note first that since |E| ≥ |V |, n can be neither 1 nor 2. Define a bipartite graph (H;V,E), where H is the simple graph with vertex set V (H) = E ∪V and edge set E (H) = {{v, e} | e ∈ E, v ∈ V \e}. (We WLOG assume that E ∩ V = ∅.) Thus, the edges in H connect each vertex v of G to the edges of G that do not contain v. A V -complete matching M in H would consi...

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In this note we characterize the pairs of graphs G and H, for which γ(G H) equals min{|V (G)|, |V (H)|}. Notably, assuming that |V (G)| ≤ |V (H)|, G can be an arbitrary graph, and H is a join L ⊕ F , where L is any spanning supergraph of the graph L(G : A1, . . . , A`), which is determined by a partition (A1, . . . , A`) of V (G) and F is any graph such that |V (F )| ≥ |V (G)| − `. Furthermore ...

Let G be a connected, simple, and finite graph. For an ordered set W={w1,w2,…,wk}⊆V(G) vertex v of G, the representation with respect to W is k-vector r(v|W)=(dG(v,w1),…,dG(v,wk)). The called resolving if every two vertices has different representation. A containing minimum number basis H. elements in metric dimension denoted by dim(G). In this paper, we considered where induced subgraph does n...