In this paper, we define the almost uniform convergence and the almost everywhere convergence for cone-valued functions with respect to an operator valued measure. We prove the Egoroff theorem for Pvalued functions and operator valued measure θ : R → L(P, Q), where R is a σ-ring of subsets of X≠ ∅, (P, V) is a quasi-full locally convex cone and (Q, W) is a locally ...

Abstract   In this paper, we propose a new method for kernel based object tracking which tracks the complete non rigid object. Definition the union image blob and mapping it to a new representation which we named as potential pixels matrix are the main part of tracking algorithm. The union image blob is constructed by expanding the previous object region based on the histogram feature. The pote...

in this paper we proved that every g-riesz basis for hilbert space $h$ with respect to $k$ by adding a condition is a riesz basis for hilbert $b(k)$-module $b(h,k)$. this is an extension of [a. askarizadeh,m. a. dehghan, {em g-frames as special frames}, turk. j. math., 35, (2011) 1-11]. also, we derived similar results for g-orthonormal and orthogonal bases. some relationships between dual fram...

We describe a rare case of laryngeal fasciitis ossificans. A 58-year-old man presented with hoarseness and a nodule was found in the larynx. Excisional biopsy was performed, and follow-up laryngoscopy showed complete resolution of this reactive lesion, and normal laryngeal function. The 0.6 cm diameter nodule was well circumscribed and histologically, the lesion was composed of uniform woven bo...

We introduce a new class of frames with strong symmetry properties called geometrically uniform frames (GU), that are defined over an abelian group of unitary matrices and are generated by a single generating vector. The notion of GU frames is then extended to compound GU (CGU) frames which are generated by an abelian group of unitary matrices using multiple generating vectors. The dual frame v...

Kripke frame semantics is used as a concise and convenient apparatus for the study of non-classical predicate logics, but it is well-known that there exist a great many important logics which cannot be complete with respect to this semantics. Logicians have been introducing many kinds of new semantics to get rid of this difficulty. (cf. [1], [3]) Hence it is important to find a non-trivial exam...

Words in an utterance are not placed in their respective slots randomly from a uniform distribution. In English, for example, a verb will rarely, if ever, follow a determiner. This is a syntactic restriction. From another perspective, one would not expect to find a word such as defenestration as the object of eat. This is what is known as the selectional preference of a word for another word in...

In 1967 Harary, Hedetniemi, and Prins showed that every graph G admits a complete t-coloring for t with χ(G)≤t≤ψ(G), where χ(G) denotes the chromatic number of ψ(G) achromatic which is maximum r r-coloring. Recently, Edwards Rza̧żewski (2020) this result fails hypergraphs by proving integer k k≥9, there exists k-uniform hypergraph H χ(H)-coloring ψ(H)-coloring, but no some χ(H)<t<ψ(H). They also...

the proposal lateral load pattern for pushover analysis is given in two forms for symmetric concrete buildings: 1-(x/h)0.5 for low-rise and mid-rise buildings, 2- sin(πx/h) for high-rise buildings. these two forms give more realistic results as compared to conventional load patterns such as triangular and uniform load patterns. the assumed buildings of 4, 8, 12, 16, 20 and 30 story concrete bui...