317,898 research outputs found

    Rota-Baxter operators on the polynomial algebras, integration and averaging operators

    No full text
    The concept of a Rota–Baxter operator is an algebraic abstraction of integration. Following this classical connection, we study the relationship between Rota–Baxter operators and integrals in the case of the polynomial algebra k[x] k[x] . We consider two classes of Rota–Baxter operators, monomial ones and injective ones. For the first class, we apply averaging operators to determine monomial Rota–Baxter operators. For the second class, we make use of the double product on Rota–Baxter algebras

    Iain Baxter : Landscape Works

    No full text
    Catalogue to accompany Baxter’s exhibition of approximately 40 multidisciplinary landscape works (1965-1999) in painting, photography, printmaking, video and sculpture. Tupper’s foreword draws attention to the artist’s connections with Alberta and its landscape. The author also refers to the role of landscape in Baxter’s art as a “container for the social and the self.” The artist’s statement describes the various uses of landscape in his studies and work since the late 1950s. In her biographical essay, curator Townsend analyses Baxter’s artistic contribution over four decades, giving special attention to landscape and the impact of the N. E. Thing Company (founded with Ingrid Baxter in 1966) on the genre’s renewal. Bibliography 1p. 4 bibl. ref

    La vusch da Deus ca clomma ils pucconts tiers la penitentia ner soings discurs ...

    No full text
    scrits d'antschetta ent ilg languaig engles tras Richard Baxter ; mo ussa mess giu en rumonsch [da] H[ans] C[aflisch

    Iain Baxter : Products, Place, Phenomenon

    No full text
    A catalogue published in conjunction with an exhibition consisting of more than 40 works by Baxter produced in the 1990s. Holubizky traces the development of the artist's practice from his activities with N.E. Thing Co. through to his recent installations and paintings ("product still lifes"). Includes statements by the artist. Biographical notes. 17 bibl. ref

    Geist-, lehr- und trostreiche Betrachtungen von dem Tod, als dem letsten Feind, der auffgehaben wird

    No full text
    Anhang, begreiffende etliche schöne Gebätte, von und bey den Krancken und Sterbenden zu gebrauchen auss Hrn. Jeremias Taylors Englischem verteutscht durch J.H.R.von Hrn. Richard Baxter ... ; anjetzo... auss dem Englischen in unsere teutsche Mutter-Sprache übersetzt, sampt einem Anhang etlicher Gebätten, durch Johann Heinrich Ringier ...Originaltitel: A treatise of death, the last enemy to be destroye

    Yang-Baxter maps and the discrete KP hierarchy

    No full text
    We present a systematic construction of the discrete KP hierarchy in terms of Sato–Wilson-type shift operators. Reductions of the equations in this hierarchy to 1+1-dimensional integrable lattice systems are considered, and the problems that arise with regard to the symmetry algebra underlying the reduced systems as well as the ultradiscretizability of these systems are discussed. A scheme for constructing ultradiscretizable reductions that give rise to Yang–Baxter maps is explained in two explicit examples

    No. 724 Bonnie Baxter

    No full text
    Transcript (28 pages) of interview by Greg Smoak with Westminster College biology professor Bonnie K. Baxter on 9 December 2013. Part of the Great Salt Lake oral history project, tape U-3240Bonnie Baxter is a professor of biology at Westminster College in Salt Lake City and the director of the Great Salt Lake Institute. Fascinated by science from a young age, she pursued work in genetics and DNA. Her interest has always been in liberal arts education, which is how she found Westminster College and in turn began her relationship with Great Salt Lake. She studies halophiles (salt loving bacteria) and works with people of widely divergent backgrounds who are also interested in the Lake. Through the Great Salt Lake Institute she has encouraged interdisciplinary relationships between people all over the world. Dr. Baxter discusses her work with the Lake at some length, and shares her favorite areas. She also emphasizes the importance of interaction with the ecosystem and believes strongly that children need to be involved with that interaction. Project: Great Salt Lake Oral History Project. Interviewer: Greg Smoak

    Warren Baxter, a Ranger in E G Simmons Park

    No full text
    Warren Baxter, a Ranger in Simmons Park. E.G. Simmons Park is located at 2401 19th Avenue NW Ruskin, FL 33570

    Iain Baxter& : Works 1958-2011

    No full text
    "This comprehensive book surveys BAXTER&'s remarkable career and recognizes his defining contribution to mainstream histories of conceptual art, photography, and instalation art. Featuring more than 200 reproductions, it also offers a multifaceted appraisal of his achievement with feature essays by David Moos, Michael Darling, Dennis W. Durham, Christophe Domino, and Lucy R. Lippard, as well as interviews with IAIN BAXTER& and Ingrid Baxter by Alexander Alberro" -- p. [4] of cover

    Rota-Baxter operators on dihedral and alternating groups

    No full text
    Rota-Baxter operators on algebras, which appeared in 1960, have connections with different versions of the Yang-Baxter equation, pre- and postalgebras, double Poisson algebras, etc. In 2020, the notion of Rota-Baxter operator on a group was defined by L. Guo, H. Lang, Yu. Sheng. In 2023, V. Bardakov and the second author showed that all Rota-Baxter operators on simple sporadic groups are splitting, i. e. they are defined via exact factorizations. In the current work, we clarify for which nn, there exist non-splitting Rota-Baxter operators on the alternating group An\mathrm{A}_n. For the corresponding nn, we describe all non-splitting Rota-Baxter operators on An\mathrm{A}_n. Moreover, we describe Rota-Baxter operators on dihedral groups D2nD_{2n} providing the general construction which lies behind all non-splitting Rota-Baxter operators on An\mathrm{A}_n and D2nD_{2n}.Comment: 20
    corecore