English. This paper addresses the problem of the metadata annotation for dramatic texts. Metadata for drama describe the dramatic qualities of a text, connecting them with the linguistic expressions. Relying on an ontological representation of the dramatic qualities, the paper presents a proposal for the creation of a corpus of annotated dramatic texts. Italiano. Questo articolo affronta il pro...

Jian Su 1, Hao Bai 2,*, Pipei Zhang 2, Haitao Liu 1 and Shihong Miao 2,* 1 China Electric Power Research Institute, Beijing 100192, China; [email protected] (J.S.); [email protected] (H.L.) 2 State Key Laboratory of Advanced Electromagnetic Engineering and Technology, Huazhong University of Science and Technology, Wuhan 430074, China; [email protected] * Correspondence: baihao713@g...

For a graph G, the Merrifield-Simmons index i(G) is defined as the total number of independent sets of the graph G. Let G(n, l, k) be the class of unicyclic graphs on n vertices with girth and pendent vertices being resp. l and k. In this paper, we characterize the unique unicyclic graph possessing prescribed girth and pendent vertices with the maximal Merrifield-Simmons index among all graphs ...

Business, University of California, Berkeley (e-mail: leif_nelson@haas. berkeley.edu). Joseph P. Simmons is Assistant Professor of Marketing,Yale School of Management, Yale University (e-mail: joseph.simmons@ yale.edu). The authors contributed equally to this work, and author order was determined by geographical latitude. The authors thank Jeff Galak for his assistance in collecting and analyzi...

We consider various possibilities for generating neutrino masses in supersymmetric models with an additional U(1)′ gauge symmetry. One class of models involves two extra U(1)′ ×U(1)′′ gauge symmetries, with U(1)′′ breaking at an intermediate scale and yielding small Dirac masses through high-dimensional operators. The right-handed neutrinos N c i can naturally decouple from the low energy U(1)′...

We prove a strong convergence theorem for the modified Noor iterations‎ ‎in the framework of CAT(0) spaces‎. ‎Our results extend and improve the corresponding results of‎ ‎X‎. ‎Qin‎, ‎Y‎. ‎Su and M‎. ‎Shang‎, ‎T‎. ‎H‎. ‎Kim and H‎. ‎K‎. ‎Xu and S‎. ‎Saejung‎ ‎and some others‎.

‎This paper is devoted to definition standard higher dimension shearlet group $ mathbb{S} = mathbb{R}^{+} times mathbb {R}^{n-1} times mathbb {R}^{n} $ and determination of square integrable subrepresentations of this group‎. ‎Also we give a characterisation of admissible vectors associated to the Hilbert spaces corresponding to each su brepresentations‎.

Left invariant complex structures on U (2) and SU (2) × SU (2) revisited. Abstract We compute the torsion-free linear maps J : su(2) → su(2), deduce a new determination of the integrable complex structures and their equivalence classes under the action of the automorphism group for u(2) and su(2) ⊕ su(2), and prove that in both cases the set of complex structures is a differentiable manifold. u...

The aim of the present study is to evaluate the effect of column (SU I, SU II, SU III) extracts of the plant Murraya koenigi against in vitro (short term incubation method, SU I, SU II, SU III) and in vivo (Dalton’s Ascitic Lymphoma, SU II) has been evaluated in male swiss albino mice. DAL cells were injected intraperitoneally (10 cells) to the mice. Two days after cells injection the animals w...