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Stott Alicia Boole: more detail

A new era of thought by Charles Howard Hinton, Alicia Boole Stott, et all 2010-07-30
On certain series of sections of the regular four-dimensional hypersolids, (Verhandelingen der Koninklijke akademie van wetenschappen te Amsterdam. [Afdeeling ... ennatuurkundige wetenschappen] 1. sectie) by Alicia Boole Stott, 1900
On the sections of a block of eight cells by a space rotating about a plane (Verhandelingen der Koninklijke akademie van wetenschappen te Amsterdam.[Afdeeling ... en natuurkundige wetenschappen] 1.sectie) by Alicia Boole Stott, 1908
Rectification: Polygon, Polyhedro, Polychoron, Apeirohedron, Abstract Polytope, Alicia Boole Stott, Vertex Figure, Platonic Solid

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Math 192
Burge, Lucas, Carl Friedrich Gauss, 9Oct. Hennessey, Sean, George boole, 9-Oct.McQuigg, Ben, alicia boole stott, 9-Oct. Hay, Shelley, Ellen Amanda Hayes, 16-Oct.
http://www.math.colostate.edu/~estep/education/192/main192.html

Extractions: October 21, 4:10-5:00 in 117 Skiles Class Presentations and Reports Beattle, Chuck G. Salmon 9-Oct Brazie, Kimberly Louise Schmir Hay 9-Oct Burge, Lucas Carl Friedrich Gauss 9-Oct Hennessey, Sean George Boole 9-Oct McQuigg, Ben Alicia Boole Stott 9-Oct Hay, Shelley Ellen Amanda Hayes 16-Oct Newell, Mark Euler 16-Oct Oliver, Chris William Hamilton 16-Oct Olson, James
Cubes
Another pioneer in the study of higher dimensions was alicia booleStott (18601940). She was the daughter of George boole (1815
http://www.ams.org/new-in-math/cover/cubes2.html

Extractions: The origins of n -dimensional geometry have many roots. One stimulus to the development of n -dimensional geometry was the general ferment that resulted from the realization that Euclid's 5th postulate was independent of his other postulates. As unintuitive as the possibility initially seemed, there was a plane geometry which stood on an equal mathematical basis to Euclidean geometry and in which given a point P not on a line l , there were infinitely many lines through P parallel to l . The attention that the geometry developed by Janos Bolyai and Nicholai Lobachevsky fostered resulted in many attempts to put geometry into a broader context. Geometry did not end with the tradition handed down via Euclid's Elements and the analytical geometrical ideas that algebratized what Euclid had done. There appears to be some consensus that it was Arthur Cayley (1821-1895), a British mathematician who earned a living by being a lawyer, who first called attention to the need for a systematic study of the properties of geometry in n dimensions. Cayley did this work partly in connection with his efforts to understand the relationships between Euclidean ideas and projective geometry.
The Engines Of Our Ingenuity Episodes 850 To 899
882 Smiles Self Help No. 881 Circular Dials No. 880 alicia BooleStott No. 879 Babbage and Tennyson No. 878 Educated Pigs No.
http://www.uh.edu/engines/850-99.htm
Coxeter-Stott Variations
Coxeterstott Variations. Notion. This is a systematic distortion of polytopes by contraction and dilation of the edges. The systen is very good for small dimensions, where there is not a lot of things to do, and lots of things to do it on. Notation
http://www.geocities.com/os2fan2/coxstott.html

Extractions: Goto: Home Geometry Notation Coxeter-Stott This is a systematic distortion of polytopes by contraction and dilation of the edges. The systen is very good for small dimensions, where there is not a lot of things to do, and lots of things to do it on. The notation consists of adding a modifier prefix to the polytope being modified. For example, is a truncate tetrahedron. It is often applied to the Schlafli Symbol (Unmodified): This is the unmodified polytope. The primitive polytope normally heads up the table column as the first row. r Rectified: This is a limiting case on truncations where the verticies meet again. The Nth rectified meets in the centres of spaces of N dimensions. t Truncates: The truncates are made by removing the verticies of a polytope. bt Bitruncate: This class has two kinds of facets, each of which are truncates themselves. c Cantellated: rr Runcinated: This us effected by radially moving the facets away from the figure, but not increasing the size. Margins are thence replaced by prisms, and assorted prisms appear in the higher margin. The vertex is replaced by the face of the dual. ct Cantetruncated: rt Runcitruncated: ot Omnitruncated: s Snub: This term properly means a figure deruived by taking alternate verticies of the omnitruncate.
This Is Lincolnshire - News, Entertainment, Jobs, Homes And Cars
family home. The Booles had five daughters, one of whom, alicia BooleStott, was able to visualise geometric figures in hyperspace.
http://www.thisislincolnshire.co.uk/displayNode.jsp?nodeId=124525&command=newMod
Matematikos Istorija
Scott (18581931). 1860-1869 Charlotte Barnum(1860-1934); AliciaBoole stott (1860-1940); Ruth Gentry (1862-1917); Winifred Edgerton
http://www.emokykla.lt/mokymas/tinklapiai/matematika/istorija.html

Extractions: Senovës matematikos istorija http://www-groups.dcs.st-and.ac.uk/~history/index.html Ðioje svetainëje sukaupta daugybë medþiagos matematikos istorijos klausimais. Svetainæ sukûrë Ðkotijos Ðv. Andrëjaus universiteto Matematikos ir statistikos mokykla. Tekstai paraðyti aiðkia, graþia anglø kalba, todël gali bûti panaudoti integruojant matematikos pamokas su anglø kalba. Patraukliai ir ádomiai apraðyta daugiau kaip 1000 matematikø, pateikiami jø portretai, trumpai pristatomi esminiai darbai. Yra ávairiø ádomybiø, pavyzdþiui, prie kiekvieno mokslininko spragtelëjus pateiktà nuorodà rodoma jo gimimo diena. Matematikø biografijos pateiktos sugrupuotos pagal abëcëlæ ir pagal gyvenimo metus. Manau, kad matematikø biografijø iðsamus ir vaizdus pateikimas yra vertingiausia ðios svetainës dalis. Ir ypaè ádomu, kad kiekvienam matematikui pateikiamas þemëlapis, kuriame nurodomos jo ir kitø þymiø matematikø gimimo vietos. Pateiktas nemaþas garsiø istoriniø temø skyrius (apie 40 temø). Èia galima rasti medþiagos viktorinoms, olimpiadoms, arba norint paávairinti kai kuriø temø pamokas, pavyzdþiui, kalbant apie trigonomerines funkcijas ar skaièiaus
Cosmic Baseball Players (1981-2002)
Grady, Jr. Stiles. Grady Stiles Jr. Stinkbug. Stirner. Bob Stone. alicia BooleStott. Paul Strand. Stratola. Stratos. Stratton. Straus. Erwin Straus. NathanStraus.
http://www.cosmicbaseball.com/cosmicplayers.html

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Cynthia Lanius' Presentation: Girls And Science 2000
Hertha Ayrton, Ida Metcalf. Charlotte Angas Scott, Charlotte Barnum. AliciaBoole stott, Ruth Gentry. Winifred Edgerton Merrill, Leona May Peirce.
http://math.rice.edu/~lanius/pres/oame/gtech2000x3a.html

Extractions: Girls and Science 2000 Throughout history, rare women became mathematicians. Elena Lucrezia Cornaro Piscopia (1646-1684) Emilie du Chatelet (1706-1749 Maria Gaetana Agnesi (1718-1799) Caroline Herschel (1750-1848) Sophie Germain (1776-1831) Mary Fairfax Somerville (1780-1872) We begin to see progress influence of women's movement. Nineteenth Century Ada Byron Lovelace Florence Nightingale Mary Everest Boole Susan Jane Cunningham Elizaveta Fedorovna Litvinova Christine Ladd- Franklin Sofia Kovalevskaya Ellen Amanda Hayes Hertha Ayrton Ida Metcalf Charlotte Angas Scott Charlotte Barnum Alicia Boole Stott Ruth Gentry Winifred Edgerton Merrill Leona May Peirce Helen Abbot Merrill Clara Eliza Smith Clara Latimer Bacon Annie MacKinnon Fitch Grace Chisholm Young Isabel Maddison Mary Frances Winston Newson Emilie Norton Martin Agnes Baxter Virginia Ragsdale Louise Duffield Cummings Lao Genevra Simons Roxana Hayward Vivian Elizabeth Dickerman Anna Irwin Young Suzan Rose Benedict Charlotte Elvira Pengra Grace M. Bareis
Earliest Known Uses Of Some Of The Words Of Mathematics (P)
The word POLYTOPE (for a four dimensional convex solid) was introduced by AliciaBoole stott (18601940), according to the University of St. Andrews website.
http://mail.mcjh.kl.edu.tw/~chenkwn/mathword/p.html

Extractions: Last revision: July 31, 1999 p-ADIC INTEGER was coined by Kurt Hensel (1861-1941) (Katz, page 824). PAIRWISE. An early use of this term is in Chowla, S.; Erdoes, Pal; Straus, E.G. On the maximal number of pairwise orthogonal latin squares of a given order, Canadian J. Math. 12, 204-208 (1960). PANGEOMETRY is the term Nicholas Lobachevsky (1796-1856) gave to his non-Euclidea geometry (Schwartzman, p. 157). PARABOLA was probably coined by Apollonius, who, according to Pappus, had terms for all three conic sections. Michael N. Fried says there are two known occasions where Archimedes used the terms "parabola" and "ellipse," but that "these are, most likely, later interpolations rather than Archimedes own terminology." Parabola is dated 1579 in MWCD10. PARABOLIC GEOMETRY. See hyperbolic geometry. PARACOMPACT. The term and the concept are due to J. Dieudonné (1906-1992), who introduced them in Une généralisation des espaces compacts , J. Math. Pures Appl., 23 (1944) pp. 65-76. A topological space X X is a Hausdorff space, and (ii) every open cover of
Notable Women In Mathematics: A Biographical Dictionary
229, (4). Mary Fairfax Grieg Somerville. 233, (5). Pauline Sperry. 238, (4). AliciaBoole stott. 242, (4). Olga TausskyTodd. 246, (6). Jean Taylor. 252, (5). Chuu-LianTerng.
http://www.booksmatter.com/b0313291314.htm

Extractions: Presents substantive biographical essays on 59 women from around the world who have made significant contributions to mathematics. Although the collection includes historical women, the emphasis is on contemporary mathematicians. Designed for secondary school students and the general public, each profile describes major life events, obstacles faced and overcome, educational and career milestones (including a discussion of mathematical research in non- technical terms), and outside interests. Annotation c. by Book News, Inc., Portland, Or. Introduction xi Maria Gaetana Agnesi Andrea Bertozzi Lenore Blum Sylvia Bozeman Marjorie Lee Browne Leone Burton Fan King Chung Ingrid Daubechies Emilie de Breteuil du Chatelet Etta Zuber Falconer Joan Feigenbaum Elizabeth Fennema Herta Taussig Freitag Sophie Germain Evelyn Boyd Granville Mary Gray Gloria Conyers Hewitt Grace Brewster Murray Hopper Rhonda Hughes Joan Hutchinson Hypatia Nancy Kopell Sofya Korvin-Krukovskaya Kovalevskaya
WhoWasThere Reply
Vito Volterra was 70 this year and would die in a further 10 years. AliciaBoole stott was 70 this year and would die in a further 10 years.
http://www-history.mcs.st-and.ac.uk/history/cgi-bin/mathyear.cgi?YEAR=1930
WhoWasThere Reply
Vito Volterra was 60 this year and would die in a further 20 years. AliciaBoole stott was 60 this year and would die in a further 20 years.
http://www-history.mcs.st-and.ac.uk/history/cgi-bin/mathyear.cgi?YEAR=1920

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