1,587 research outputs found

    Letter from Mas Sakai to Sakai family, October 12, 1942

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    Two letters from Mas Sakai to the Sakai Family, sent from Tanforan Assembly Center, informing the family that he will be leaving for Utah the following day. The letter is laced with sarcasm as Sakai describes living conditions at Tanforan ("it wouldn't be right if I called it a concentration camp would it? After all we get the freedom of the track, don't we?"), and incarcerees' expectations of life at Topaz ("we all look to Utah with a song in our hearts (a funeral march) for there are our golden opportunities. Wonderful, trackless, sand to plant in, and cool refreshing salt water to drink. We especially look forward to the toilets (no seats)").Personal correspondence, organizational records, government documents, publications, and other papers created or collected by Joseph R. Goodman documenting the forced removal and incarceration of Japanese Americans during World War II, as well as organized resistance to incarceration. Included in the collection are records of the Japanese Young Men's Christian Association and the Japanese American Citizens' League in San Francisco, including papers of the Japanese YMCA's executive secretary Lincoln Kanai; Sakai family papers; Goodman's correspondence to and from Japanese American incarcerees, organizations opposing forced removal and incarceration of Japanese Americans, the War Relocation Authority, and others; publications, photographs, and ephemera from the Topaz Relocation Center, where Goodman taught high school; War Relocation Authority records and publications; and newspaper clippings, pamphlets, and reports about forced removal and incarceration created by various government, religious, and civic organizations, in California and nationwide

    A revised classification of genera in the subfamily Eucalliacinae Manning & Felder, 1991 [sensu Sakai], with confirmation of the validity of Calliaxiopsis madagassa Sakai & Türkay, 2014 (Decapoda, Thalassinidea auct.)

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    Abstract Re-examination of Calliaxiopsis madagassa Sakai &amp; Türkay, 2014, which was regarded by Poore &amp; Dworschak (2017) as Calliaxina madagassa (Sakai &amp; Türkay, 2014), a senior synonym of Calliaxina thomassini Ngoc-Ho, 2014, required the present author to review the subfamily Eucalliacinae Manning &amp; Felder, 1991. This review has resulted in a revised classification of eleven genera including three new ones in this subfamily, and also in the confirmation of the validity of Calliaxiopsis madagassa Sakai &amp; Türkay, 2014.</jats:p

    The Sakai-Sugimoto soliton

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    The Sakai-Sugimoto model is the preeminent example of a string theory description of holographic QCD, in which baryons correspond to topological solitons in the bulk. Here we investigate the validity of various approximations of the Sakai-Sugimoto soliton that are used widely to study the properties of holographic baryons. These approximations include the flat space self-dual instanton, a linear expansion in terms of eigenfunctions in the holographic direction and an asymptotic power series at large radius. These different approaches have produced contradictory results in the literature regarding properties of the baryon, such as relations for the electromagnetic form factors. Here we determine the regions of validity of these various approximations and show how to relate different approximations in contiguous regions of applicability. This analysis clarifies the source of the contradictory results in the literature and resolves some outstanding issues, including the use of the flat space self-dual instanton, the detailed properties of the asymptotic soliton tail, and the role of the UV cutoff introduced in previous investigations. A consequence of our analysis is the discovery of a new large scale, that grows logarithmically with the 't Hooft coupling, at which the soliton fields enter a nonlinear regime. Finally, we provide the first numerical computation of the Sakai-Sugimoto soliton and demonstrate that the numerical results support our analysis. © 2014 The Author(s)

    Correct Bounds on the Ising Lace-Expansion Coefficients

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    The lace expansion for the Ising two-point function was successfully derived in (Sakai in Commun Math Phys 272:283-344, 2007, Proposition 1.1). It is an identity that involves an alternating series of lace-expansion coefficients. In the same paper, we claimed that the expansion coefficients obey certain diagrammatic bounds which imply faster x-space decay (as the two-point function cubed) above the critical dimension d(c) (= 4 for finite-variance models) if the spin-spin coupling is ferromagnetic, translation-invariant, summable and symmetric with respect to the underlying lattice symmetries. However, we recently found a flaw in the proof of (Sakai in Commun Math Phys 272:283-344, 2007, Lemma 4.2), a key lemma to the aforementioned diagrammatic bounds. In this paper, we no longer use the problematic (Sakai 2007, Lemma 4.2), and prove new diagrammatic bounds on the expansion coefficients that are slightly more complicated than those in (Sakai 2007, Proposition 4.1) but nonetheless obey the same fast decay above the critical dimension d(c). Consequently, the lace-expansion results for the Ising and phi(4) models in the literature are all saved. The proof is based on the random-current representation and its source-switching technique of Griffiths, Hurst and Sherman, combined with a double expansion: a lace expansion for the lace-expansion coefficients

    Desarrollo de software cliente de Sakai para sincronizar recursos automáticamente

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    [ES] UniSync es una herramienta desarrollada para usuarios de la plataforma de e-learning conocida como Sakai, permitiéndoles descargar recursos de los diferentes sitios del servidor y sincronizarlos de forma automática, sin que el usuario tenga la necesidad de acceder al portal web o de tener que realizar algún movimiento extra. Además, UniSync asegura que los usuarios tengan sus recursos siempre actualizados, en caso de que el autor realice modificaciones.[EN] UniSync is a tool for users of the e-learning platform known as Sakai, allowing them to download resources from the different sites on the server and synchronizing them automatically, without having the need to access the web portal or having to perform some extra movement. Furthermore, UniSync ensures users will always have their resources up to date, if the author makes changes.Sañudo Cardaci, AD. (2014). Desarrollo de software cliente de Sakai para sincronizar recursos automáticamente. https://riunet.upv.es/handle/10251/48356.TFG

    G2 cubic transition between two circles with shape control

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    AbstractThis paper describes a method for joining two circles with an S-shaped or with a broken back C-shaped transition curve, composed of at most two spiral segments. In highway and railway route design or car-like robot path planning, it is often desirable to have such a transition. It is shown that a single cubic curve can be used for blending or for a transition curve preserving G2 continuity with local shape control parameter and more flexible constraints. Provision of the shape parameter and flexibility provide freedom to modify the shape in a stable manner which is an advantage over previous work by Meek, Walton, Sakai and Habib

    Analisis Tari Poang Suku Sakai Desa Mandi Angin Kecamatan Minas Kabupaten Siak Provinsi Riau

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    This study aims to describe in detail about the Analysis Poang dance of the Sakai tribe, using qualitative research methods and descriptive analysis with data collection techniques of observation, interviews, and documentation. Poang Dance in the Sakai Tribe Indigenous People is one of the from a series of traditional ceremonies. They have done this ceremony handed down from their ancestors to the present. Explanation about The complete analysis of the Poang dance is clearly stated whether written or not written (video), explained based on the theory of the nine elements of dance by Soedarsono. This thesis is useful for the author, namely to find out how is the analysis of the Poang dance on the Indigenous People of the Sakai tribe, as well as the author's requirements in completing the S1 education at the Islamic University of Riau Sendratasik Education Study Program, Faculty of Teacher Training and Education

    High-resolution numerical analysis of turbulent flow in straight open ducts with rectangular cross-section

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    Turbulent secondary flow in straight open ducts with rectangular cross-section are studied numerically by means of pseudo- spectral direct numerical simulation (DNS). Similarly to the corresponding closed duct flows, the mean streamwise vorticity pattern in turbulent open duct flows were found to be the statistical footprint of the most probable locations of the quasi-streamwise vortices. A major difference between the two configurations was found in the vicinity of mixed-boundary corners where noticeably persistent vortical structures exist.Turbulent secondary flow in straight open ducts with rectangular cross-section are studied numerically by means of pseudo- spectral direct numerical simulation (DNS). Similarly to the corresponding closed duct flows, the mean streamwise vorticity pattern in turbulent open duct flows were found to be the statistical footprint of the most probable locations of the quasi-streamwise vortices. A major difference between the two configurations was found in the vicinity of mixed-boundary corners where noticeably persistent vortical structures exist

    sj-pdf-1-wso-10.1177_17474930211044635 - Supplemental material for Intensive blood pressure lowering with nicardipine and outcomes after intracerebral hemorrhage: An individual participant data systematic review

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    Supplemental material, sj-pdf-1-wso-10.1177_17474930211044635 for Intensive blood pressure lowering with nicardipine and outcomes after intracerebral hemorrhage: An individual participant data systematic review by Kazunori Toyoda, Sohei Yoshimura, Mayumi Fukuda-Doi, Adnan I Qureshi, Renee’ Hebert Martin, Yuko Y Palesch, Masafumi Ihara, Jose I Suarez, Yasushi Okada, Chung Y Hsu, Ryo Itabashi, Yongjun Wang, Hiroshi Yamagami, Thorsten Steiner, Nobuyuki Sakai, Byung-Woo Yoon, Manabu Inoue, Kazuo Minematsu, Haruko Yamamoto, Masatoshi Koga and the ATACH Trial Investigators and the SAMURAI Investigators in International Journal of Stroke</p
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