69,584 research outputs found
Salix diazii M. Idrees & J. M. H. Shaw 1015, nom. nov.
No full textSalix × diazii M. Idrees & J.M.H. Shaw, nom. nov. Replaced name:— Salix × longissima T.E.Díaz & J.Andrés (1987: 132), nom. illeg., non S. longissima P.Wessel (1855: 140). Type:— SPAIN. Léon Province: La Martina, 490 m, 29TPH91, 16 June 1985, T.E. Díaz et al. s.n. (holotype, LEB29538!, isotypes LEB29539!, LEB30605!). Etymology:— The specific epithet honours Prof. Dr. Tomás Emilio Díaz González (University of Oviedo, Oviedo, Spain), author of the replaced name, for his tremendous contributions to the taxonomy of the genus Salix. Distribution:— Spain, Léon Province (La Martina).Published as part of Idrees, Muhammad & Shaw, Julian M. H., 2022, A new name for extant Salix × longissima T. E. Díaz & J. Andrés (Salicaceae), pp. 213-214 in Phytotaxa 550 (2) on page 213, DOI: 10.11646/phytotaxa.550.2.11, http://zenodo.org/record/664103
Lysimachia neolongipedicellata M. Idrees & J. M. H. Shaw 2022, nom. nov.
No full textLysimachia neolongipedicellata M. Idrees & J. M. H. Shaw, nom. nov. Replaced name: — Lysimachia longipedicellata R.Trevis., Funez & Hassemer (2021: 147), nom. illeg. non L. longipedicellata (Lunell) Hand.-Mazz. (1928: 80). Type: — BRAZIL. Santa Catarina: Lages, em Direção a Otacílio Costa, 11 Nov. 2013, R. Trevisan 1378 (holotype FLOR0061999). Distribution: — Paraná and Santa Catarina (South Brazil); Endangered (Funez et al. 2021).Published as part of Idrees, Muhammad, Li, Meng & Shaw, Julian M. H., 2022, Lysimachia neolongipedicellata, a new name for L. longipedicellata R. Trevis., Funez & Hassemer (Primulaceae), pp. 197-198 in Phytotaxa 574 (2) on page 197, DOI: 10.11646/phytotaxa.574.2.10, http://zenodo.org/record/738081
Allium tauricum var. pilosum Kocyigit & Ozhatay ex M. Idrees & J. M. H. Shaw 2022, comb. nov.
No full textAllium tauricum var. pilosum (Kollmann & Koyuncu) Koçyiğit & Özhatay ex M.Idrees & J.M.H.Shaw, comb. nov. Basionym:— Allium flavum var. pilosum Kollmann & Koyuncu (1983: 247) ≡ Allium villosiusculum Seregin (2004: 102) ≡ A. tauricum (Besser ex Reichenbach 1828: 9) Grossheim (1928: 213) var. pilosum (Kollmann & Koyuncu) Koçyiğit & Özhatay in Özhatay & Koçyiğit (2019: 78, 81), comb. inval. Type (holotype):— TURKEY. Gaziantep: about 2 km E. of Gaziantep on the road to Urfa, s.d., Alava 6705b (TUR, not seen, isotype HUJ).Published as part of Idrees, Muhammad & Shaw, Julian M. H., 2022, Nomenclature notes on two names in Allium (Amaryllidaceae), pp. 140-142 in Phytotaxa 566 (1) on page 141, DOI: 10.11646/phytotaxa.566.1.9, http://zenodo.org/record/710355
Letter from E. H. Kelley to W. T. Shaw
No full textA letter written to W. T. Shaw by E. H. Kelley concerning J. M. Hensle
Hele-Shaw Flow Near Cusp Singularities
Full text linkThis thesis discusses the radial version of the Hele-Shaw problem. Different from the channel version, traveling-wave solutions do not exist in this version. Under algebraic potentials, in the case that the droplets expand, in finite time, cusps will appear on the boundary and classical solutions may not exist afterwards. Physicists have suggested that for (2p+1,2)-cusps, that near cusp singularities of Hele-Shaw flow, after scaling X, Y by some powers of time t respectively, the main part of Y(X, t) is a one-parameter family and does not depend on time t. They have also suggested that the solutions of the Hele-Shaw problem are connected with dispersionless KdV (dKdV) hierarchy. In this study, we rigorously proved that this is the case for (3,2)-cusps when the droplets are simply connected and the external potentials are algebraic. We gave exact solutions and showed that the main parts of the exact solutions are some special solutions of the dispersionless string equation. More over, borrowed from the physical paper\cite{Teo} with a little more details, we showed the arguments of how these special solutions are related to dKdV hierarchy
Shaw and Feminisms On Stage and Off
No full textWhen offstage actions contradict a playwright's onstage message, literary study gets messy. In his personal relationships, George Bernard Shaw was often ambivalent toward liberated women--surprisingly so, considering his reputation as one of the first champions of women's rights. His private attitudes sit uncomfortably beside his public philosophies that were so foundational to first-wave feminism. Here, Shaw's long-recognized influence on feminism is reexamined through the lens of twenty-first-century feminist thought as well as previously unpublished primary sources. New links appear between Shaw's writings and his gendered notions of physicality, pain, performance, nationalism, authorship, and politics. The book's archival material includes previously unpublished Shaw correspondence and excerpts from the works of his feminist playwright contemporaries. Shaw and Feminisms explores Shaw's strong female characters, his real-life involvement with women, and his continuing impact on theater and politics today.Cover -- Contents -- Foreword -- Acknowledgments -- Introduction -- PART I. THE WOMESN IN SHAW'S PLSYS -- 1. Shaw's Athletic-Minded Women -- 2. Shaw and Cruelty -- 3. Shutting Out Mother: Vivie Warren as the New Woman -- 4. The Politics of Shaw's Irish Women in John Bull's Other Island -- PATE II. SHAW'S RELATIONSHIP WITH WOMEN -- 5. Bernard Shaw and the Archbishop's Daughter -- 6. Writing Women: Shaw and Feminism behind the Scenes -- 7. Feminist Politics and the Two Irish "Georges": Egerton versus Shaw -- 8. The Passionate Anarchist and Her Idea Man -- PART III. SHAVLAN FEMINISM IN THE LARGER WORLD -- 9. Mrs Warren's Profession and the Development of Transnational Chinese Feminism -- 10. Shaw's Women in the World -- 11. The Energy behind the Anomaly: In Conversation with Jackie Maxwell -- Bibliography -- Contributors -- Index -- A -- B -- C -- D -- E -- F -- G -- H -- I -- J -- K -- L -- M -- N -- O -- P -- Q -- R -- S -- T -- V -- W -- X -- Y -- ZWhen offstage actions contradict a playwright's onstage message, literary study gets messy. In his personal relationships, George Bernard Shaw was often ambivalent toward liberated women--surprisingly so, considering his reputation as one of the first champions of women's rights. His private attitudes sit uncomfortably beside his public philosophies that were so foundational to first-wave feminism. Here, Shaw's long-recognized influence on feminism is reexamined through the lens of twenty-first-century feminist thought as well as previously unpublished primary sources. New links appear between Shaw's writings and his gendered notions of physicality, pain, performance, nationalism, authorship, and politics. The book's archival material includes previously unpublished Shaw correspondence and excerpts from the works of his feminist playwright contemporaries. Shaw and Feminisms explores Shaw's strong female characters, his real-life involvement with women, and his continuing impact on theater and politics today.Description based on publisher supplied metadata and other sources.Electronic reproduction. Ann Arbor, Michigan : ProQuest Ebook Central, YYYY. Available via World Wide Web. Access may be limited to ProQuest Ebook Central affiliated libraries
Joan of Arc in Shakespeare, twain and shaw
Full text linkDissertação (mestrado) - Universidade Federal de Santa Catarina, Florianópolis, 1983
Free boundary problems in a Hele-Shaw cell
No full textThe motion of a free boundary separating two immiscible fluids in an unbounded Hele-Shaw cell is considered. In the one-phase problem, a viscous fluid is separated from an inviscid fluid by a simple closed boundary. Preliminaries for a complex variable technique are presented by which the one-phase problem can be solved explicitly via conformal mappings. The Schwarz function of the boundary plays a major role giving rise to the so called Schwarz function equation which governs the evolution of exact solutions. The Schwarz function approach is used to study the stability of a translating elliptical bubble due to a uniform background flow, and the stability of a blob (or bubble) subject to an external electric field. The one-phase problem of a translating free boundary and of a free boundary subject to an external field are studied numerically. A boundary integral method is formulated in the complex plane by considering the Cauchy integral formula and the complex velocity of a fluid particle on the free boundary. In the case of a free boundary subject to an external electric field due to a point charge, it is demonstrated that a stable steady state is achieved for appropriate charge strength. The method is also employed to study breakup of a single translating bubble in which the Schwarz function singularities (shown to be stationary) of the initial boundary play an important role. The two-phase problem is also considered, where the free boundary now separates two viscous fluids, and the construction of exact solutions is studied. The one-phase numerical model is enhanced, where a boundary integral method is formulated to accommodate the variable pressure in both viscous phases. Some numerical experiments are presented with a comparison to analytical results, in particular for the case where the free boundary is driven by a uniform background flow
WHOLE-BAND ANALYSIS OF NEAR 3.8 m
No full textC. L. Lin, J. H. Shaw, and J. G. Calvert J.Q.S.R.T. (in press) BMDP-77, Biomedical Computer Programs, P Series, M. B. Brown, editor, University of California Press, Berkeley (1977). M. L. Ralston and R. I. Jennrich, Technometrics 20, 7 (1978).Author Institution:Progress in the analysis of bands of near 3.8 obtained by Fourier Transform Spectroscopy is described. The parameters of interest are obtained by non-linear Estimates of five parameters for line positions, three each for halfwidths and intensities, one for resolution and estimates of standard deviation for each parameter estimate are reported for several bands
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