101. Board Of Trustees At Ohio Universty eliakim H. moore, 18611900, Died in office. Barzilai N. Spahr, 1861-1877.Hesekiah S. Bundy, 1864-1896, Died in office. William Waddle, 1864-1892 http://www.library.ohiou.edu/libinfo/depts/archives/factbook/trustees.htm

Library Collections: Archives and Special Collections Home Page About Book Collections Genealogical ... Useful Links The Board of Trustees Trustees are listed chronologically by the first year of their terms. Jump to terms beginning: Click here for further information on the current board Trustee Term Special details Elijah Backus Samuel Carpenter Died in office Joseph Darlington Griffin Greene James Kilborne Nathanial Massie Rufus Putnum Died in office Daniel Story Died in office Daniel Symmes Benjamin Tappan Bezaleel Wells Dudley Woodbridge Died in office Michael Aldwin Joseph Buell Died in office William Creighton, Jr. Jacob Lindley Benjamin Tupper Died in office Stephen Lindsley William Skinner Died in office Sylvanus Ames Died in office Jehiel Gregory Moses Hewitt Died in office Leonard Jewett Abel Miller Eliphaz Perkins Henry Abrams John P. R. Bureau Jessup N. Couch Died in office Elijah Hatch, Jr. Died in office Robert G. Wilson Seth Adams Samuel P. Hildreth William Wilson James Culbertson Died in office John Lawren Lewis Charles R. Sherman Joseph Wood Died in office Ephriam Cutler Robert F. Linzee

102. Academic Genealogy Rupak Majumdar Thomas A. Henzinger Zohar Manna eliakim Hastings moore Hubert Anson Newton Michel Chasles Simeon Poisson JosephLagrange Leonhard Euler Johann Bernoulli Jacob Bernoulli. http://www-cad.eecs.berkeley.edu/~rupak/genealogy.html

Academic Genealogy Rupak Majumdar Thomas A. Henzinger Zohar Manna Robert Floyd Alan Perliss Philip Franklin Oswald Veblen Eliakim Hastings Moore Hubert Anson Newton Michel Chasles Simeon Poisson Joseph Lagrange Leonhard Euler Johann Bernoulli Jacob Bernoulli

103. A Guide To The H. S. Vandiver Papers, 1889-1977 moore, eliakim Hastings, 18621932. Nicol, Charles Albert. Post, Emil Leon, 1897-1954 moore, eliakim Hastings, four letters, 1912-1927 http://www.lib.utexas.edu/taro/utcah/00303/cah-00303.html

TARO Repository Browse List Print Version Raw XML File (104k) ... Accessing Materials Described Here TABLE OF CONTENTS Descriptive Summary Biographical Note Scope and Contents Organization ... Books: A Guide to the H. S. Vandiver Papers, 1889-1977 Descriptive Summary Creator Vandiver, Harry Shultz, 1882- Title: H. S. Vandiver Papers, Dates: Abstract This collection consists of correspondence (about 2350 items), research notes, bibliographies, lecture notes, notebooks, drafts of publications, reprints, and photographs documenting the career of H. S. Vandiver. Accession No. Extent 17 ft. of manuscript material, plus books Laguage Materials are written in English. Repository Archives of American Mathematics, Center for American History, The University of Texas at Austin Biographical Note H. S. Vandiver was a number theorist and member of The University of Texas at Austin faculty from 1925 until his retirement in 1966. Among other research interests, Vandiver was an authority on Fermat's last theorem. Born October 21 in Philadelphia, Pennsylvania

104. Courbe De Moore http://www.mathcurve.com/fractals/moore/moore.shtml

fractal suivant courbes 2D courbes 3D surfaces ... fractals COURBE DE MOORE Moore's curve, Mooresche Kurve Eliakim Hastings Moore M (0) = (0, 0) et M (1) = (1, 0)En posant ces formules se traduisent par : La courbe de Moore est l'unique courbe de Peano binaire remplissant et telle que M M (1) = (1/2, 0) (cf. la courbe de Hilbert M (0) = (0, 0) et M 1) Partager [0, 1] n , on obtient donc une suite de 4 n La ordre 6 Le labyrinthe de Moore d'ordre n Si t Les , pour t , point courant de la courbe de Moore. En fait, la courbe de Moore n'est autre que 4 courbe de Hilbert Version arrondie de la courbe de Moore ABCD (ici A B f A : similitude directe d'angle p /2 et de rapport 1/2 ( f B : similitude directe d'angle p /2 et de rapport 1/2 ( f C : similitude directe d'angle - p /2 et de rapport 1/2 ( f D : similitude directe d'angle - p /2 et de rapport 1/2 ( ABCD est l'attracteur, mais qui n'est pas la courbe de Moore : fractal suivant courbes 2D courbes 3D surfaces ... Jacques MANDONNET

A  B  C  D  E  F  G  H  I  J  K  L  M  N  O  P  Q  R  S  T  U  V  W  X  Y  Z

Page 6     101-104 of 104    Back | 1  | 2  | 3  | 4  | 5  | 6