نتایج جستجو برای: love number of degree
تعداد نتایج: 21184757 فیلتر نتایج به سال:
"Telepresence" is an interesting field that includes virtual reality implementations with human-system interfaces, communication technologies, and robotics. This paper describes the development of a telepresence robot called Telepresence Robot for Interpersonal Communication (TRIC) for the purpose of interpersonal communication with the elderly in a home environment. The main aim behind TRIC's ...
Love is the profoundest and the most central concept in Sufi thought and manners. From the Sufi ontological point of view, being rests on the basis of love; and from the ethical one, Love is a strong rope for the Sufi to hang on in order to sublimate his being into the status of annihilation. It is often said that love requires no manners or orders. However, it demands levels and features of wh...
This article presents a triangular theory of love. According to the theory, love has three components: (a) intimacy, which encompasses the feelings of closeness, connectedness, and bondedness one experiences in loving relationships; (b) passion, which encompasses the drives that lead to romance, physical attraction, and sexual consummation; and (c) decision/commitment, which encompasses, in the...
abstract in order to investigate the freezing tolerance of field grown fennel (fueniculum vulgare mill) under controlled conditions, a factorial experiment based on completely randomized design was conducted with three replications in agricultural college, ferdowsi university of mashhad in 2004. treatments were two fennel ecotypes (khorasan and kerman), two planting dates (oct 8th and 29th ) an...
A card of a graph G is a subgraph formed by deleting one vertex. The Reconstruction Conjecture states that each graph with at least three vertices is determined by its multiset of cards. A dacard specifies the degree of the deleted vertex along with the card. The degree-associated reconstruction number drn(G) is the minimum number of dacards that determine G. We show that drn(G) = 2 for almost ...
To measure how well a given complex number ξ can be approximated by algebraic numbers of degree at most n one may use the quantities w n (ξ) and w * n (ξ) introduced by Mahler and Koksma, respectively. The values of w n (ξ) and w * n (ξ) have been computed for real algebraic numbers ξ, but up to now not for complex, non-real algebraic numbers ξ. In this paper we compute w n (ξ), w * n (ξ) for a...
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