2,043 research outputs found
Specifieke Aspecten TunnelOntwerp (SATO)
No full textSATO omvat aspecten van het ontwerp van tunnels. In SATO wordt per deel op een aspect van het ontwerp van tunnels en aquaducten ingegaan. Deel 2 omvat de dwars- en langsprofielen in tunnels en aquaducten. In deel 3 worden bouwmethoden omschreven en deel 4 omvat toegepaste rekenmethoden. Details van tunnels zijn in deel 5 vastgelegd, kostenramingen in deel 6. De opbouw en eisen aan elektromechanische installaties zijn in deel 7 van SATO opgenomen. Tot slot zijn de aspecten van afgezonken tunnels tijdens de uitvoering in deel 8 vastgelegd
SimpleBounce: A simple package for the false vacuum decay
No full textWe present SimpleBounce, a C++ package for finding the bounce solution for the false vacuum decay. This package is based on a flow equation which is proposed by the author R. Sato (2020) and solves Coleman–Glaser–Martin’s reduced problem (S. R. Coleman et al. 1978): the minimization problem of the kinetic energy while fixing the potential energy. The bounce configuration is obtained by a scale transformation of the solution of this problem. For models with 1–8 scalar field(s), the bounce action can be calculated with O(0.1) % accuracy in O(0.1) s. This package is available at http://github.com/rsato64/SimpleBounce
Supercongruences Arising from Ramanujan-Sato Series
No full textRecently, the authors with Lea Beneish established a recipe for constructing Ramanujan-Sato series for 1/π, and used this to construct 11 explicit examples of Ramanujan-Sato series arising from modular forms for arithmetic triangle groups of non-compact type. Here, we use work of Chisholm, Deines, Long, Nebe and the third author to prove a general p-adic supercongruence theorem through an explicit connection to CM hypergeometric elliptic curves that provides p-adic analogues of these Ramanujan-Sato series. We further use this theorem to construct explicit examples related to each of our explicit Ramanujan-Sato series examples
Polydora aura Sato-Okoshi 1998
No full textPolydora aura Sato-Okoshi, 1998 Type locality: Pacific coast of Shikoku plus Boso Peninsula, Japan; Batillus cornutus, Pretostrea imbricata. Type material: Holotype: NHMIC-CBM-ZW- 903 Good. Location and author of most recently described material: Southwest Australia, gastropods, Thais, Turbo (Sato-Okoshi et al. 2008) (brief description). Recorded distribution: Australia: southwest Western Australia. Pacific coast of Shikoku plus Boso Peninsula, Japan.Published as part of Walker, Lexie M, 2011, A review of the current status of the Polydora - complex (Polychaeta: Spionidae) in Australia and a checklist of recorded species, pp. 40-62 in Zootaxa 2751 on page 52, DOI: 10.5281/zenodo.20356
Letter from Gerald Masahiro Sato, attorney at law, World Trade Center, JABA Board Members, May 6, 1982
No full textLetter from Gerald Masahiro Sato, attorney at law, World Trade Center, to the Japanese American Board Association (JABA) board members, about endorsing the National Coalition for Redress/Reparations (NCRR).The Jim Matsuoka Nikkei for Civil Rights and Redress Collection includes brochures, meeting notes and agendas, publications, booklets, and other material related to the Nikkei for Civil Rights and Redress (NCRR), formally known as the National Coalition for Redress/Reparations. The National Coalition for Redress/Reparations was officially formed on July 12, 1980, and included members of the Los Angeles Community Coalition for Redress/Reparations (LACCRR), Japanese Community Progressive Alliance (JCPA), Tule Lake Committee, Nihonmachi Outreach Committee, the Asian/Pacific Student Union, and other members of the community. The material was collected by Jim Matsuoka, a founding member of the organization. Matsuoka also served on the board and was the treasurer. In addition to the NCRR material, the collection also contains event flyers and Day of Remembrance material. For issues of the Nikkei for Civil Rights and Redress newsletter "Banner" published after 2007, visit the NCRR website at https://ncrr-la.org/
『翻訳と文学』Translation and Literature
No full textThe volume explores translation as creation, identity-construction, the vehicle of world-literature and beyond. A well-known author, poet and translator, Natsuki Ikezawa opens the book with a chapter on creative translations of classic Japanese literature into contemporary Japanese. Other contributors are Keijiro Suga (Meiji University), Hideto Tsuboi (International Centre for Japanese Studies), Akiko Uchiyama (Queensland University), Miki Sato (Sapporo University), Keisuke Hayashi (Hosei), Danae Shao (Nagoya University Foreign Studies), and Nana Sato-Rossberg
Letter from Geo. [George] H. Hand, Chief Engineer, Rancho San Pedro to Mr. R. [Roy] N. Sato, Counsellor, August 9, 1924
No full textAcknowledges letter from Roy N. Sato, Mitsugi Okano's attorney, dated August 7, 1924, regarding Okano's land lease. Notifies Sato of his availability and offers directions to his office
BERNSTEIN-SATO THEORY FOR SINGULAR RINGS IN POSITIVE CHARACTERISTIC
No full textThe Bernstein-Sato polynomial is an important invariant of an element or an ideal in a polynomial ring or power series ring of characteristic zero, with interesting connections to various algebraic and topological aspects of the singularities of the vanishing locus. Work of Mustaţă, later extended by Bitoun and the third author, provides an analogous Bernstein-Sato theory for regular rings of positive characteristic.
In this paper, we extend this theory to singular ambient rings in positive characteristic. We establish finiteness and rationality results for Bernstein-Sato roots for large classes of singular rings, and relate these roots to other classes of numerical invariants defined via the Frobenius map. We also obtain a number of new results and simplified arguments in the regular case
Edo sato kagura: Ritual, drama, farce and music in a pre-modern Shinto theatrical.
No full textThis dissertation examines the music of Edo sato kagura, a pre-modern Shinto theatrical that has been performed at neighborhood shrine festivals in the Tokyo area since the Tokugawa period. Specifically, the author analyzes representative pieces performed by the Wakayama shachu, one of four extant Edo sato kagura troupes, to uncover the relationship between the repertoire and the theatrical's fundamental layers of cultural meaning. The primary data for this research comes from some two years of private study by the author with Wakayama Taneo, leader of the Wakayama troupe, as well as direct observation of shrine performances. Edo sato kagura's music must be understood in terms of the theatrical's history. Apparently, Edo sato kagura grew from a largely ritualistic kagura tradition that migrated to the shogunal capital of Edo sometime in the seventeenth century. This transplant underwent a profound transformation in its new home. While it remained partly ritualistic, it also developed drama and farce as fundamental elements. Drama allowed it to prosper as a secularized theatrical amidst the carnival-like atmosphere found at Shinto shrines during the Tokugawa period. Farce contributed to the same end and may also have permitted Edo sato kagura to playfully satirize shogunal rule and the social order it imposed upon Edo life. Analysis reveals that Edo sato kagura's accretion of traditional meanings still echoes in the genre's musical repertoire. The Wakayama troupe transmits thirty selections, and these can be placed into three categories: ritualistic, dramatic, and farcical. Dramatic pieces are, by far, the most numerous. While these range from tranquil to furious, all rely upon continuity and contrast to create and maintain dramatic tension. Homma, Edo sato kagura's one ritualistic piece is much more repetitive. This helps focus attention upon the tradition's ritualistic dances. Nimba, Edo sato kagura's farcical selection holds particular interest since it contains an element exceedingly rare in traditional Japanese music, improvisation.PhDAsian historyCommunication and the ArtsMusicSocial SciencesTheaterUniversity of Michigan, Horace H. Rackham School of Graduate Studieshttp://deepblue.lib.umich.edu/bitstream/2027.42/129263/2/9423181.pd
TRANSFORMATION DE FOURIER-SATO ET OPERATEURS PSEUDO-DIFFERENTIELS NON-LOCAUX
No full textIn this paper, first, we re-establish the notion of non-local pseudo-differential operators introduced by the author, more intrinsically by means of the Fourier-Sato transformation of the sheaf of holomorphic forms. By using this, we propose the construction of the composition of non-local pseudo-differential operators functorially
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