Relevant bibliographies by topics / Halo (Imaginary place)

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Academic literature on the topic 'Halo (Imaginary place)'

Author: Grafiati
Published: 4 June 2021
Last updated: 11 February 2022

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Journal articles on the topic "Halo (Imaginary place)"

1

Wang, Chengqiang. "Spectral Analysis for a Wave/Plate Transmission System." Advances in Mathematical Physics 2019 (January 2, 2019): 1–9. http://dx.doi.org/10.1155/2019/7849561.

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We are concerned with the transmission system of a 1D damped wave equation and a 1D undamped plate equation. Our result reads as follows: the spectrum of the infinitesimal generator of the semigroup associated with the system in question consists merely of an infinite sequence of eigenvalues which are all located in the open left half of the complex plane; the sequence of eigenvalues has the imaginary axis and another vertical line to the left of the imaginary axis as its asymptote lines; the energy of the system under consideration decreases to zero as time goes to infinity.
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2

Naboko, S. "The boundary behaviour of $S_p$-valued functions analytic in the half-plane with nonnegative imaginary part." Banach Center Publications 30, no. 1 (1994): 277–85. http://dx.doi.org/10.4064/-30-1-277-285.

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Oliven, Ruben George. "Comparing Brazilian and North American songs about money." Vibrant: Virtual Brazilian Anthropology 9, no. 1 (June 2012): 239–73. http://dx.doi.org/10.1590/s1809-43412012000100009.

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This article compares Brazilian and North American popular music. If focuses on the lyrics of songs composed mainly in the first half of the twentieth century when an intense process of national building was taking place in Brazil and the United States. Several of those compositions became classics. Those songs were and still are very popular because they echoed and continue to echo the social imaginary of both countries. It is for this reason that popular music is so crucial for the understanding of both societies.
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González Minero, Francisco José, and Luis Bravo Díaz. "PHARMACY AND MEDICINAL PLANTS IN THE LITERATURE: CASE OF GARCÍA MÁRQUEZ." Anales de la Real Academia Nacional de Farmacia, no. 87(02) (2021): 171–84. http://dx.doi.org/10.53519/analesranf.2021.87.02.06.

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It is a bibliographic work that aims to obtain a “Pharmaceutical Look” at the work of García Márquez. It relates medicinal or associated plants, some medicinal and pharmaceutical aspects, with literary works that appear in a representative sample of the author’s novels, including One Hundred Years of Solitude and Love in the Times of Cholera. These novels take place in imaginary or real places in Colombia in the 19th century and the first half of the 20th. Plant remedies and to a lesser extent chemical and animal remedies have been found. For each of them, observations and interpretations medical, social and histórical, have been made that value the pharmacy and medicinal plants, which the author has used as resources to build the novels, regardless of whether they have a scientific basis or not. For this they are accompanied by textual literary texts. In conclusion, we highlight the masterful way in which García uses these resources and we recommend their reading or re-reading, also taking into account that at the same time it can be done from a pharmaceutical point of view.
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Kocik, Agnieszka. "Miroir en cuivre et plaque daguerrienne : autour de Salammbô de Gustave Flaubert." Quêtes littéraires, no. 5 (December 30, 2015): 55–64. http://dx.doi.org/10.31743/ql.238.

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The paper brings a motif of Salammbô’s preparations undertaken prior encountering Mathô. The scene becomes a motive for analysis of the paradigm of relation between a copper mirror and a daguerreotype plate. Both artefacts are made of the same matter. Being tools for discovering reality and outpouring into an imaginary world at the same time, both provide special dimension to the visual experience. Finally, both are epistemic metaphors. Since second half of 19th century copper finds a new place in mythology of the industrial object. Vast presence of copper in Flaubert’s Carthage impacts historical and oriental picturesqueness. Does Carthage resemble the legendary City of Copper?
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Crumpei, Gabriel, Maricel Agop, Alina Gavriluţ, and Irina Crumpei. "An Exercise in a Transdisciplinary Approach for New Knowledge Paradigms." Human and Social Studies 3, no. 3 (October 1, 2014): 114–43. http://dx.doi.org/10.2478/hssr-2013-0042.

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Abstract In this paper, we aim at an exercise that is transdisciplinary, involving science and religion, and interdisciplinary, involving disciplines and theories which appeared in the second half of the 20th century (e.g., topology, chaos theory, fractal geometry, non-linear dynamics, all of which can be found in the theory of complex systems). The latter required the reformulation of quantum mechanics theories starting with the beginning of the century, based on the substance-energy-information triangle. We focus on information and we also attempt a transdisciplinary approach to the imaginary from a psychological - physical - mathematical perspective, but the religious perspectives find their place along with the philosophical or even philological vision
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Gonçalves, Davi Silva. "“Out of Place and Time”: The Queer Time and Space of Milton Hatoum’s the Brothers." Nova Revista Amazônica 1, no. 1 (June 1, 2013): 91. http://dx.doi.org/10.18542/nra.v1i1.6278.

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According to Juana María Rodríguez (2010) queer perspectives allow bodies and acts to be disentangled from preconditioned meanings regarding normative conceptualisations of the world that surrounds us (p. 338), while, to Stuart Hall (1996), the postcolonial allows deviating cultural movements to proliferate, thence contributing to the deconstruction and decentralisation of essentialist Eurocentric discourses (p. 248). Taking that into account, the context of this essay comprises Milton Hatoum’s novel The Brothers (2002), aiming at identifying how Milton Hatoum problematises the space and time of the Amazon as interpreted by hegemonic discourses. Therefore, promoting a profitable bridge between queer perspectives and the postcolonial subject, this study analyses how Hatoum’s narrator positioning on a postmodern margin, as articulated by Santiago Colás (1994), debunks the mainstream linearity of Western imaginary. The Amazon of The Brothers (2002) (re)presents a world significant in itself, rather than an empty stage of human development, wherein time and space are no longer so easily encapsulated as hegemony wishes. The conclusion, hence, demystifies a singular construction of history recurrently questioned by Eduardo Galeano (1997) since it poses that “there is no other way” (p. 4) for a space to develop. There are, actually, many.
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VULAKH, L. YA. "DIOPHANTINE APPROXIMATION IN $\mathbf{Q}(\sqrt{-5})$ AND $\mathbf{Q}(\sqrt{-6})$." International Journal of Number Theory 02, no. 01 (March 2006): 25–48. http://dx.doi.org/10.1142/s1793042106000462.

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The complete description of the discrete part of the Lagrange and Markov spectra of the imaginary quadratic fields with discriminants -20 and -24 are given. Farey polygons associated with the extended Bianchi groups Bd, d = 5, 6, are used to reduce the problem of finding the discrete part of the Markov spectrum for the group Bd to the corresponding problem for one of its maximal Fuchsian subgroup. Hermitian points in the Markov spectrum of Bd are introduced for any d. Let H3 be the upper half-space model of the three-dimensional hyperbolic space. If ν is a hermitian point in the spectrum, then there is a set of extremal geodesics in H3 with diameter 1/ν, which depends on one continuous parameter. This phenomenon does not take place in the hyperbolic plane.
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OLAGUNJU, DAVID O. "Inertial effect on the stability of viscoelastic cone-and-plate flow." Journal of Fluid Mechanics 343 (July 25, 1997): 317–30. http://dx.doi.org/10.1017/s0022112097005922.

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The stability of axially symmetric cone-and-plate flow of an Oldroyd-B fluid at non-zero Reynolds number is analysed. We show that stability is controlled by two parameters: [Escr ]1≡DeWe and [Escr ]2≡Re/We, where De, We, and Re are the Deborah, Weissenberg and Reynolds numbers respectively. The linear stability problem is solved by a perturbation method for [Escr ]2 small and by a Galerkin method when [Escr ]2=O(1). Our results show that for all values of the retardation parameter β and for all values of [Escr ]2 considered the base viscometric flow is stable if [Escr ]1 is sufficiently small. As [Escr ]1 increases past a critical value the flow becomes unstable as a pair of complex-conjugate eigenvalues crosses the imaginary axis into the right half-plane. The critical value of [Escr ]1 decreases as [Escr ]2 increases indicating that increasing inertia destabilizes the flow. For the range of values considered the critical wavenumber kc first decreases and then increases as [Escr ]2 increases. The wave speed on the other hand decreases monotonically with [Escr ]2. The critical mode at the onset of instability corresponds to a travelling wave propagating inward towards the apex of the cone with infinitely many logarithmically spaced toroidal roll cells.
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Li, Jingnan, Shangxu Wang, Yonghui Tao, Chunhui Dong, and Genyang Tang. "A novel expression of the spherical-wave reflection coefficient at a plane interface." Geophysical Journal International 211, no. 2 (July 26, 2017): 700–717. http://dx.doi.org/10.1093/gji/ggx308.

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Abstract The spherical-wave reflection coefficient (SRC) describes the reflection strength when seismic waves emanating from a point source impinge on an interface. In this study, the SRC at a plane interface between two infinite half-spaces is investigated. We derive an analytical equation of the SRC when kR → 0 (k is the wave number and R is the wave propagation distance). It only depends on the density ratio; it is independent of the velocity ratio and incidence angle. On the other hand, we find that the SRCs at different kR lie along an elliptical curve on the complex plane (the complex plane is a geometric representation of the complex numbers established by the real axis and perpendicular imaginary axis). Based on this feature, we construct a new analytical equation for the reflected spherical wave with high accuracy, which is applicable to both small and large kR. Using the elliptical distribution of the SRCs for a series of frequencies recorded at only one spatial location, the density and velocity ratios can be extracted. This study complements the spherical-wave reflection theory and provides a new basis for acoustic parameters inversion, particularly density inversion.
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Books on the topic "Halo (Imaginary place)"

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Nylund, Eric S. First strike. New York: Tor, 2012.

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2

Truth or die. London: Scholastic, 1998.

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3

Bradley, Marion Zimmer. A flame in Hali. New York: DAW Books, 2004.

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Bradley, Marion Zimmer. A Flame in Hali. New York: Penguin USA, Inc., 2009.

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5

Summer half. New York: Carroll & Graf, 1991.

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6

Thirkell, Angela Mackail. Summer half. Wickford, R.I: Moyer Bell, 2002.

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Bishop, Claudia. Ground to a Halt. New York: Penguin Group USA, Inc., 2008.

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8

Anne, McCaffrey. Dragondrums. Thorndike, ME: G.K. Hall, 1999.

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9

Anne, McCaffrey. Dragonsinger. Toronto: Bantam Books, 1986.

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10

Wallace, Karen. Funky phantoms. London: Catnip, 2011.

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Book chapters on the topic "Halo (Imaginary place)"

1

Lewis, Robert W. "Stadium travels: spectatorship, territorial identity and global connections, 1900–60." In The Stadium Century. Manchester University Press, 2016. http://dx.doi.org/10.7228/manchester/9781526106247.003.0005.

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This chapter turns to the ways in which stadia, sport and spectators both in France and elsewhere around the globe helped generate changing place-based communities and identities. French stadia created discourses about local places through the depiction of spectators within their confines. But stadium spectatorship also helped define the national collective, through literal and imaginary voyages within France and abroad to other stadia around the world. These latter voyages generated a series of comparisons that provided French men and women with convenient benchmarks for monitoring the perceived vitality and social cohesion of France in relation to its rivals on the world stage. These comparisons predominantly reinforced a sense of French inadequacy and decline throughout the interwar period, if not necessarily after the Second World War. At the same time, however, the comparisons with the wider world testified to the global character of sport itself in the first half of the twentieth century, as a mass media complex in Western Europe and North America publicised and promoted sporting competitions that helped create transnational communities of spectators invested in the same sporting events.
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Caughie, John. "Depicting Scotland: Scotland in Early Films." In Early Cinema in Scotland. Edinburgh University Press, 2018. http://dx.doi.org/10.3366/edinburgh/9781474420341.003.0009.

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This chapter by John Caughie addresses both fiction and non-fiction films, dealing with scenics made by international companies, and with the ways in which Scotland was represented in international feature cinema. Particular attention is given to the mapping of scenics and their relation to eighteenth- and nineteenth-century travel literature. With regard to the feature film, it follows the traditions of Scott and romanticism, the movement in the 1920s towards Barrie and domestic melodrama, and the perennial return to the comic characters of Scottish music hall. The chapter addresses the question of how it came to be that a country without its own film industry nevertheless secured a place in the international cinematic imaginary.
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Conference papers on the topic "Halo (Imaginary place)"

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Manjunath, B. S., and D. S. Ramakrishna. "Body Force Method for Melan Problem With Hole Using Complex Potentials." In ASME 2007 International Mechanical Engineering Congress and Exposition. ASMEDC, 2007. http://dx.doi.org/10.1115/imece2007-42885.

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The problem of a half plane with concentrated load acting at an interior point is known as melan problem as shown in Fig.1. In the present case melan problem with hole is considered as shown in Fig.2. The body force method is developed for the above case. Body force method is a method based on principle of superposition [1]. In the body force method the actual condition is treated as an imaginary condition i.e. the semi-infinite plate with hole and interior load is treated as a plate without hole; the actual hole is regarded as imaginary on whose periphery boundary forces are applied. The problem is solved by superimposing the stress fields of the boundary forces and concentrated force acting at an arbitrary point to satisfy the prescribed boundary conditions so that the stress condition of the actual plate is approximately equal to that of the imaginary plate [2]. The complex variable method of stress analysis is a versatile technique for stress analysis Problem. The formulas for melan problem are derived and described [3]. Complex potentials are used for stress analysis.
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