Semantic role labeling (SRL) aims to extract the arguments for each predicate in an input sentence. Traditional SRL can fail analyze dialogues because it only works on every single sentence, while ellipsis and anaphora frequently occur dialogues. To address this problem, we propose conversational task, where argument be dialogue participants, a phrase history or current As existing datasets are...

An L(h,k)-labeling of a graph G is an assignment non-negative integers to the vertices such that if two u and v are adjacent then they receive labels differ by at least h, when not but there two-hop path between them, k. The span λ labeling difference largest smallest vertex assigned. Let λhk ( )denote admits L(h,k) -labeling using from {0,1,...λ}. A Cayley group called circulant order n, isomo...

Let G = be a graph, with and . An injective mapping is called an even-odd harmonious labeling of the graph G, if induced edge such that (i) bijective (ii) The acquired from this graph. In paper, we discovered some interesting results like H-graph, comb bistar for labeling.

introduction: due to the cell labeling potentials of various metal-maltol complexes, the idea of developing a possible cell labeling imaging agent using single photon emission computed chromatography (spect) with[111in]-maltolate complex has been investigated. methods: [111in] labeled 3-hydroxy-2-methyl-4h-pyran-4-onate ([111in]-maltolate) was prepared using freshly prepared [111in]incl3 and ...

Introduction: The radioimmunoscintigraphy (RIS) has found widespread clinical applications in  tumor  diagnosis.  Human  epithelial  mucin,  MUC1,  is  commonly  over  expressed  in  adenocarcinoma including 80% of breast cancers and represents a useful target for RIS. The PR81  is  a  new  murine  anti-MUC1  monoclonal  antibody  that  was  found  to  react  with  the  membrane  extracts of se...

Ryan Jones, Western Michigan University We introduce a modular edge-graceful labeling of a graph a dual concept to the common graceful labeling. A 1991 conjecture known as the Modular Edge-Graceful Tree Conjecture states that every tree of order n where n 6≡ 2 (mod 4) is modular edge-graceful. We show that this conjecture is true. More general results and questions on this topic are presented.