A) 1961 and 1964 B) 1960 and 1966 C) 1965 and 1968 D) 1970 and 1971
A) Mathematical Association of America B) Royal Society C) London Mathematical Society D) NASA
A) Elizabeth McHarg B) Mary Cartwright C) Grace Alele-Williams D) Mina Rees
A) Julia Robinson B) Mina Rees C) Katherine Johnson D) Mary Cartwright
A) University of Edinburgh B) University of London C) University of Chicago D) University of Cambridge
A) Abel Prize B) Sylvester Medal C) De Morgan Medal D) Fields Medal
A) Mary L. Boas B) Joan Birman C) Mary Cartwright D) Elizabeth McHarg
A) Hypergeometric Functions B) Introduction to Topology C) Mathematical Methods in the Physical Sciences D) Braids, Links, and Mapping Class Groups
A) Award for Distinguished Service B) Fields Medal C) De Morgan Medal D) Sylvester Medal
A) Royal Statistical Society B) American Association for the Advancement of Science C) Mathematical Association of America D) London Mathematical Society
A) Joan Birman B) Mary Ellen Rudin C) Marjorie Rice D) Julia Robinson
A) New York B) California C) Massachusetts D) Texas
A) Braid groups B) Soap-film triple function curves C) Hypergeometric functions D) Tessellating pentagons
A) Dorothy Lewis Bernstein B) Julia Robinson C) Mary Ellen Rudin D) Joan Birman
A) Mina Rees B) Dorothy Lewis Bernstein C) Mary Cartwright D) Julia Robinson
A) Joan Birman B) Mary Ellen Rudin C) Stella Cunliffe D) Elizabeth McHarg
A) Four new types of tessellating pentagons B) The first Dowker space C) New methods for calculating flight trajectories D) New hypergeometric functions
A) Dorothy Lewis Bernstein B) Mary Cartwright C) Julia Robinson D) Mina Rees
A) De Morgan Lectures B) Sylvester Lectures C) NASA Space Lectures D) Earle Raymond Hedrick Lectures
A) Mildred Sanderson B) Louise Petrén-Overton C) Mary Cartwright D) Emmy Noether
A) A study on conformal mappings B) A thesis about modular invariants C) A theory on satellite data D) A lecture at the American Mathematical Society
A) Anna Pell-Wheeler B) Helen Walker C) Emmy Noether D) Euphemia Haynes
A) Gertrude Mary Cox B) Cecilia Kreiger C) Anna Pell-Wheeler D) Maria Laura Lopes
A) Data collection from satellites B) A method for modular invariants C) A theory of differentiable symmetry D) A technique by Lars Ahlfors
A) Gladys West B) Maria Laura Lopes C) Helen Walker D) Euphemia Haynes
A) Cecilia Kreiger B) Maria Laura Lopes C) Gladys West D) Louise Petrén-Overton
A) First female president B) First female lecturer C) First female PhD recipient D) First female secretary
A) GPS B) Symmetry conservation C) Modular invariants D) Conformal mapping
A) Naval Surface Warfare Center Dahlgren Division B) University of Toronto C) American Mathematical Society D) Catholic University of America
A) Pandrosion B) Sofya Kovalevskaya C) Hypatia D) Maria Agnesi
A) Hypatia B) Wang Zhenyi C) Pandrosion D) Émilie du Châtelet
A) 1787 B) 1759 C) 1827 D) 1748
A) Maria Agnesi B) Sofya Kovalevskaya C) Sophie Germain D) Émilie du Châtelet
A) None B) Twenty C) Exactly five D) At least twelve
A) The Pythagorean Theorem B) The Fundamental Theorem of Calculus C) Fermat's Last Theorem D) The Prime Number Theorem
A) 1880 B) 1873 C) 1894 D) 1858
A) Sarah Woodhead B) Sofya Kovalevskaya C) Philippa Fawcett D) Charlotte Angas Scott
A) Cornelia Fabri B) Charlotte Angas Scott C) Sofya Kovalevskaya D) Winifred Edgerton Merrill
A) 1891 B) 1885 C) 1880 D) 1886
A) Sarah Woodhead B) Charlotte Angas Scott C) Winifred Edgerton Merrill D) Philippa Fawcett
A) The Kovalevskaya top B) The Kovalevskaya equation C) The Kovalevskaya theorem D) The Kovalevskaya constant
A) Sarah Woodhead B) Iginia Massarini C) Charlotte Angas Scott D) Philippa Fawcett
A) Sofya Kovalevskaya B) Charlotte Angas Scott C) Cornelia Fabri D) Philippa Fawcett
A) Maria Agnesi B) Wang Zhenyi C) Sophie Germain D) Émilie du Châtelet
A) Cathleen Morawetz B) Eileen Poiani C) Doris Schattschneider D) Julia Robinson
A) 1981 B) 1992 C) 1983 D) 1988
A) Rebecca Walo Omana B) Ina Kersten C) Cheryl Praeger D) Bodil Branner
A) 1992 B) 1995 C) 1980 D) 1986
A) Doris Schattschneider B) Eileen Poiani C) Katherine Heinrich D) Joan Birman
A) Gibbs Lecture B) Chauvenet Prize lecture C) Cox-Talbot address D) J. Sutherland Frame Lecture
A) Cheryl Praeger B) Margaret Wright C) Ina Kersten D) Leah Edelstein-Keshet
A) Gloria Gilmer B) Ruth Hendry C) Bodil Branner D) Joan Birman
A) Melanie Wood B) Ruth Hendry C) Katherine Heinrich D) Ioana Dumitriu
A) Gudrun Kalmbach B) Ina Kersten C) Dona Strauss D) Bodil Branner
A) MacArthur Fellowship B) Senior Wrangler C) Putnam Fellow D) Chauvenet Prize
A) Eileen Poiani B) Katherine Heinrich C) Cathleen Morawetz D) Cheryl Praeger
A) Ioana Dumitriu B) Melanie Wood C) Julia Robinson D) Ruth Hendry
A) Marie-Françoise Roy B) Bodil Branner C) Caroline Series D) Dona Strauss
A) Ruth Hendry B) Melanie Wood C) Gloria Gilmer D) Ioana Dumitriu
A) 1996 B) 1999 C) 1992 D) 1998
A) 2000 B) 2004 C) 2006 D) 2002
A) Under 30 B) Under 40 C) Under 35 D) Under 50
A) Alison Miller B) Melanie Wood C) Olga Gil Medrano D) Susan Howson
A) 2006 B) 2008 C) 2002 D) 2004
A) Olga Gil Medrano B) Stefanie Petermichl C) Susan Howson D) Nicole Tomczak-Jaegermann
A) Analysis related to Fourier series B) Number theory C) Applied statistics D) Differential geometry
A) Nicole Tomczak-Jaegermann B) Melanie Wood C) Stefanie Petermichl D) Alison Miller
A) Susan Howson B) Artur Avila C) Nicole Tomczak-Jaegermann D) Olga Gil Medrano
A) 2006 B) 2004 C) 2002 D) 2008
A) Spain B) Germany C) Poland D) Canada
A) Maryam Mirzakhani B) Ingrid Daubechies C) Claire Voisin D) Karen Uhlenbeck
A) 2014 B) 2013 C) 2012 D) 2011
A) 2017 B) 2013 C) 2012 D) 2014
A) Claire Voisin B) Karen Uhlenbeck C) Ingrid Daubechies D) Maryam Mirzakhani
A) 2016 B) 2013 C) 2019 D) 2014
A) Karen Uhlenbeck B) Maryam Mirzakhani C) Claire Voisin D) Ingrid Daubechies
A) Nouzha El Yacoubi B) Claire Voisin C) Maryam Mirzakhani D) Marissa Loving
A) Karen Uhlenbeck B) Nouzha El Yacoubi C) Claire Voisin D) Ingrid Daubechies
A) Marissa Loving B) Nouzha El Yacoubi C) Karen Uhlenbeck D) Maryam Mirzakhani
A) France B) Belgium C) China D) Iran |