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         Boole Alicia:     more detail
  1. A new era of thought by Charles Howard Hinton, Alicia Boole Stott, et all 2010-07-30
  2. Rectification: Polygon, Polyhedro, Polychoron, Apeirohedron, Abstract Polytope, Alicia Boole Stott, Vertex Figure, Platonic Solid
  3. 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
  4. 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

81. Notable Women In Mathematics: A Biographical Dictionary
229 Mary Fairfax Frieg Somerville ..233 Pauline Sperry ..238Alicia boole Stott ..242 Olga TausskyTodd
http://gateway.library.uiuc.edu/wst_tocs/call_numbers/510.922N843.htm
Notable Women in Mathematics: A Biographical Dictionary
Call Number: Title: Notable Women in Mathematics: A Biographical Dictionary Section: Biographies and Directories
Author(s): Charlene Morrow and Teri Perl
Publisher: Greenwood Press, Westport; 1998
Contents: Introduction ix 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 Christine Ladd-Franklin Anneli Lax Gilah Chaya Vanderhoek Leder Emma Trotskaya Lehmer Ada Augusta Byron Lovelace Vivienne Malone-Mayes Dusa Waddington McDuff Marie-Louise Michelsohn Cathleen Synge Morawetz Emmy Noether Karen Parshall Bernadette Perrin-Riou Harriet Pollatsek Cheryl Praeger Mina Spiegel Rees Ida Rhodes Julia Bowman Robinson Judith Roitman Mary Ellen Rudin Mary Beth Ruskai Cora Sadosky Alice Turner Schafer Doris Wood Schattschneider Charlotte Angas Scott Marjorie Wikler Senechal Lesley Milman Sibner Mary Fairfax Frieg Somerville Pauline Sperry Alicia Boole Stott Olga Taussky-Todd Jean Taylor Chuu-Lian Terng Karen Uhlenbeck Marion Walter Sylvia Young Wiegand Grace Chisholm Young Appendix I: Dates of Birth........................283

82. The Science Bookstore - Chronology
Robbins, Jane Eliz. Born 12/28/1860, 1860 AD, Scott, alicia BooleBorn 6/8/1860, 1860 AD, Barnum, Charlotte Born 5/17/1860, 1860 AD,
http://www.thesciencebookstore.com/chron.asp?searchstring=Women

83. Interests
cutie162 alicia; cutie67 - Whitney Pitts; cutiebabe89 - .Lindsay. giggles27- alicia; gilmore - 3..Gilmore.. 3; ginag23 - GinaG23; ginerd - Gina;
http://www.livejournal.com/interests.bml?int=field hockey

84. Untitled
boole De Morgan
http://www.filosoficas.unam.mx/~morado/LogicaHoy/morado.html
Facultad de Ciencias, UNAM Dr. Raymundo Morado
My name is Leibniz Boole De Morgan Quine. I am nothing but a complicated and slightly neurotic robot, but it gives me great pleasure to announce that your statement is absolutely false Principia Mathematica En 1958, Hao Wang, en una IBM, desarrolla programas que prueban 220 teoremas de Principia Mathematica hardware y software The Computers and Philosophy Newsletter o el Computerized Logic Teaching Bulletin
modus ponens en principio input, corrida output, registers ), ristras (arrays) , apuntadores (pointers)
closed world assumption negation as failure cut
n n n . Eso se puede entender intuitivamente. Ahora tratemos de entenderlo rigurosamente. de una serie de enunciados n n n ". En otras palabras, estamos diciendo que es imposible que la serie n modelo n n , enunciados de un lenguaje L de primer orden con igualdad. Entonces, n n, Para demostrar esta equivalencia basta mostrar que si suponemos la parte de la izquierda (" n n, n n, n, n, n, , tiene que hacer verdadero a .
p tiene toda cosa c unificando la variable p c v unificar la variable v p c y v mediante las substituciones adecuadas.

85. Le Donne E La Scienza Il Periodo Moderno
Il periodo Moderno Alla fine del XVIII secolo Taylor, Mac Laurin, Eulero, D'Alembert, Lagrange e i Bernoulli perfezionano l'analisi infinitesimale creata da Newton e Leibniz, applicandola all'algebra, alla meccanica, all' astronomia .
http://www.provvstudi.reteunitaria.fi.it/iti-ipiaLeonardodaVinci/rapp-esterni/se
Il periodo Moderno
Alla fine del XVIII secolo Taylor, Mac Laurin, Eulero, D'Alembert, Lagrange e i Bernoulli perfezionano l'analisi infinitesimale creata da Newton e Leibniz, applicandola all'algebra, alla meccanica, all' astronomia . La presenza delle donne in questi campi della matematica e della fisica diviene diffusa e significativa in tutta Europa. Home

86. Ask Jeeves: Search Results For "Women Mathematicians"
Search the Web for Related Searches
http://webster.directhit.com/webster/search.aspx?qry=Women Mathematicians

87. 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
Girls and Science 2000
History of Women in Mathematics
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

88. This Is A DRAFT. Please Do Not Quote.
211. This is one of many Archimedean polytopes discovered by AliciaBoole Stott and first described in her 1910 paper 31. She
http://www.georgehart.com/hyperspace/hart-120-cell.html
This is a DRAFT, last modified May 3, 2002 forthe journal Hyperspace
Please do not quote. Email me with comments and suggestions 4D Polytope Projection Models by 3D Printing George W. Hart Department of Computer Science
State University of New York at Stony Brook george@georgehart.com
http://www.georgehart.com/
Abstract The author's experience using "3D printing" technology for producing physical models of four-dimensional objects such as the 120-cell is summarized. For background and comparison, previous mathematical models of the 120-cell are reviewed first. 1. Introduction Three-dimensional projections of four-dimensional polytopes are valuable for teaching and self-education about higher-dimensional geometry. Experience shows that physical models—real 3D objects—are especially useful for developing intuition and understanding about 4D polytopes. A variety of physical modeling techniques are possible, with three popular materials being paper (or cardboard), wire (or wire and string), and Zometool (a plastic construction set). This paper illustrates a new 3D-printing technique that I expect will supplant these traditional materials for a wide range of mathematical modeling applications. 3D-printing allows the creation of models that are very compact, intricate, accurate, and portable. This state-of-the-art technology involves the automated (robotic) assembly of physical models by assembling very thin cross-sections calculated from the designer's computer file describing the structure to be built. This new technology will have applications in the creation of all types of educational 3D models, e.g., polyhedra, topological or algebraic surfaces, molecular models, crystal structures, anatomical models, etc. However, this paper focuses on geometric models related to the 120-cell, and its family of truncations and expansions. This example is featured because the author considers it one of the most beautiful geometric objects—yet it is not widely enough known, in part because of the lack of models.

89. 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/intermok/projektai/matematika/istorija.html
Matematikos istorija
  • Senovës matematikos istorija Matematikos mokslininkiø moterø biografijos Senasis matematikos mokslas ir jo modernus likimas Matematikai ... The MacTutor History of Mathematics archive
    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

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