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Whitney Hassler:     more books (15)

Geometric Integration Theory by Hassler Whitney, 2005-12-10 Collected Papers of Hassler Whitney: Vol.2 (Contemporary Mathematicians) by James Eelles, Domingo Toledo, 1992-02-07 Topology;: Lecture notes, Harvard, 1936 by Hassler Whitney, 1936 Introduction to pure mathematics;: Lecture notes, Harvard University, 1948 by Hassler Whitney, 1948 Geometric Integration Theory (Princeton Mathematical Series No. 21) by Hassler Whitney, 1957 Can children remain themselves in the classroom?: An interview with Hassler Whitney by Hassler Whitney, 1980 Collected Papers of Hassler Whitney (Contemporary Mathematicians) Elementary mathematics activities: Part A by Hassler Whitney, 1974 Complex Analytic Varieties by Hassler Whitney, 1972 Geometric Integration Theory (Princeton Mathematical Series No. 21) by Hassler Whitney, 1857 The Collected Papers: v. 1 (Contemporary Mathematicians) by Hassler Whitney, 1991-12 Geometric integration theory (Princeton mathematical series ; no 21) by Hassler Whitney, 1957 A traverse of the Dent Blanche by Hassler Whitney, 1930 A Lost Mathematician, Takeo Nakasawa: The Forgotten Father of Matroid Theory

lists with details

81. Sources, Vol. 2, Projects: P - R
    34, 35, 36, 37, 38, 39, 40); John Tukey (PMC41); Robert Walker (PMC-42);hassler whitney (PMC-43); Eugene Wigner (PMC-44); and Shaun Wylie (PMC-45).  
    http://www.ieee.org/organizations/history_center/research_guides/sources2/projec
    
    Extractions: Transcript The Pacific Northwest Broadcasting Oral History Project consist of a series of interviews with various radio broadcasting pioneers from the region. A variety of subject matters are covered based on individuals' experiences in radio and television broadcasting. The individuals who were interviewed are Leo Beckley, Al Bond, Jack Clarke, Homer Pope, Robert Priebe, and James Wallace.

82. 2. Introduction By Pictures
    The whitney umbrella is named after hassler whitney who studied it in connectionwith the stratification of analytic spaces. It has the local equation  
    http://www.mathematik.uni-kl.de/~zca/Reports_on_ca/29/paper_html/node3.html
    
    Extractions: Next: 3. Some problems in Up: Computer Algebra and Algebraic Previous: 1. Preface Contents The basic problem of algebraic geometry is to understand the set of points satisfying a system of equations where is a field and are elements of the polynomial ring The solution set of is called the algebraic set, or algebraic variety of and is denoted by It is easy to see, and important to know, that depends only on the ideal generated by in , that is

83. Docs/outreach/oi/waves/pinch.3dhtml
    This surface is called the whitney umbrella, in honor of hassler whitney, one ofthe creators of differential topology. You can obtain it by taking an X  
    http://www.geom.uiuc.edu/docs/outreach/oi/waves/pinch.html
    
    Extractions: Click to: Look At Rotate Pick URL Get Data Get Image Refresh Show: All Edges Faces Shader: Smooth Flat Topology an important area of mathematics that has applications from subatomic physics to large-scale astronomy was born when mathematicians realized that there is something behind the notion of nearness that does not depend on measurements. This qualitative view of nearness implies that elastic distortions, compressions or expansions don't change the essence of a shape. By contrast, tearing an object changes it drastically: points on opposite sides of the tear end up apart, no matter how close together they were. Puncturing that is, taking away a point is also an essential change. So the rule about not tearing or puncturing the surface is a topological one. Topology deals with all sorts of surfaces (and also curves ). A subarea called differential topology concentrates on surfaces that are smooth . Think of a mesh on the surface, like the latitude-longitude grid on the globe. Smoothness means that the curves of the mesh don't have corners. This corresponds to the intuitive idea of a smooth surface, without creases, kinks, corners, etc. At a crease (such as the equator in the figure above) it's impossible to find a smooth mesh. It is also impossible to find a smooth mesh around a pinch point , like the point at the center of this surface: (Click on the picture to rotate it. Check the

84. Read This: Four Colors Suffice: How The Map Problem Was Solved
    the twentieth century, those working on it most assiduously were AmericansGD Birkhoff, Oswald Veblen, Philip Franklin, hassler whitney, among others.  
    http://www.maa.org/reviews/fourcolors.html
    
    Extractions: by Robin Wilson Robin Wilson can write. Of course, we've known that for a long time, from his many previous works (sometimes coauthored): thirteen books (by my last count) on graph theory and combinatorics; four volumes on Gilbert and Sullivan; four on the history of mathematics; one on mathematical stamps; and now a book telling the story of the solution of the four color problem. In writing it always helps to have a topic that is by its very nature an entertaining tale with a large and colorful cast of characters. In the author's own words, taken from the preface, we are told that this cast includes: "Lewis Carroll, the Bishop of London, a professor of French literature, an April Fool hoaxer, a botanist who loved heather, a mathematician with a passion for golf, a man who set his watch just once a year, a bridegroom who spent his honeymoon colouring maps, and a Californian traffic cop." Now let's take a look at the problem: Can every map be colored with at most four colors in such a way that neighboring countries are colored differently? The author explains, for his nonmathematical audience, that a proof that four colors suffice must show that all maps can be colored with four colors only. Showing that millions or billions of maps can be colored with four colors will not do.

85. Untitled Document
    Montpelier; Lindsey Graves, Harwood, Jr., M; whitney Gonneville, Northfield,So., M; Hannah hassler, Mount Mansfield, Jr., B; Becky Kennison, Woodstock,  
    http://www.burlingtonfreepress.com/specialnews/allstate/gsoccer.htm
    
    Extractions: ` The player : Graduation cost Essex’s defense all-staters Leah Yandow and Meghan Nadolski, so coach Bill O’Neil plugged in Podhaizer at sweeper and the Hornets never missed a beat. “Zippy stepped into two huge pairs of shoes and really solidfied that defense,” said Spaulding coach Peter Sakash. “Their defense looked that same to me,” said CVU’s Brad Parker, “because of Zippy.”

86. FOR IMMEDIATE RELEASE 10/29/03 THE NATIONAL TELEVISION ACADEMY
    Executive Producer Jeff Fager Senior Broadcast Producer Michael whitney ProducerPhil Shimkin Executive Editor Patti hassler Correspondent Charlie Rose  
    http://www.emmyonline.org/emmy/bizemmys/BizEmmyNomPRFinal.txt

87. FOR IMMEDIATE RELEASE 07/14/03 Revised 7/28/03 THE 24th ANNUAL
    Editor Patti hassler ** Senior Broadcast Producer Michael R. whitney R.whitney ** Executive Editor Patti hassler ** Producers Paul Gallagher,  
    http://www.emmyonline.org/releases/txts/24NomineeReleaseFinal_rev.txt

88. Hassler Whitney Université Montpellier II
    Translate this page hassler whitney (1907-1989). Cette image et la biographie complète en anglaisrésident sur le site de l’université de St Andrews Écosse  
    http://ens.math.univ-montp2.fr/SPIP/article.php3?id_article=1981

89. [Asis-l] National Medal Of Science -- Nominiations Due June 30, 2003
    Kurt Otto New York University 1976 whitney, hassler Institute for AdvancedStudy 1976 Backus, John W. IBM San Jose Research Lab 1975 Comp Sci Chern,  
    http://mail.asis.org/pipermail/asis-l/2003-May/000738.html
    
    Extractions: Tue, 06 May 2003 08:46:44 -0400 [Forwarded message from Maria Zemanko of the National Science Foundation. Dick Hill] I would like to encourage you to nominate a member of the ASIST community for the 2004 National Medal of Science ( http://www.nsf.gov/nsb/awards/nms/medal.htm http://www.nsf.gov/pubsys/ods/getpub.cfm?nsf03040 nms@nsf.gov http://www.nsf.gov/home/cns/start.htm Please send questions and comments to webmaster@nsf.gov in oder to be informed about NSF program annoucements and other relevant issues, e.g., -Original Message- From: NSF Custom News Service Sent: Thursday, May 01, 2003 8:44 PM To: Subject: NSF Custom News Service The following document(s) are now available from the NSF Online Document System. The National Medal of Science 2004 URL : http://www.nsf.gov/pubsys/ods/getpub.cfm?nsf03040

90. AMCA: Joint Meeting Of AMS, DMV, And ÖMG - Abstracts
    hassler whitney, the Applied Mathematics Panel, and Airborne Weapons Accuracy hassler whitney, then at Harvard, joined the group at Columbia working on  
    http://at.yorku.ca/cgi-bin/amca/select/caoz-01?session=14

91. Department Of Mathematics And Statistics - Events - News and Events
    The theory started with the work of hassler whitney who defined manifolds andmade several stunning observations his weak and strong embedding theorems  
    http://www.math.ucalgary.ca/events/index.php?newstypeid=10&newsid=1049&__Goto=go

92. Www.mathematik.de | Diskrete Mathematik
    hassler whitney William Tutte. Frank Ramsey, Bartel van derWaerden, Philip Hall, hassler whitney, William Tutte  
    http://www.mathematik.de/mde/information/landkarte/gebiete/diskretemathematik/di

93. Sonja Kovalevskydagarna 2003 @ Matematikcentrum, Lunds Universitet, Sverige
    In the 1930 s the mathematician hassler whitney found a canonical method (thatmeans there is an algorithm) for cutting any region into an infinite number  
    http://www.maths.lth.se/kovalevsky/program/
    
    Extractions: Skriv ut allt Utskriftsvänlig version av programmet: HTML A4 pdf Programmet kommer att bjuda på en intressant blandning av föredrag, workshops, utställningar, filmvisning mm. Föredragshållarna representerar både universitet och näringsliv. Deltagarna får tillfälle att träffa studenter och prata om matematikstudier på högskolan. En panel att ställa frågor till kommer också att ingå. Naturligtvis blir det underhållning i form av spex och musik, allt med matematisk anknytning. De flesta aktiviteter förutom workshoppen kommer att hållas i Kårhusets vilket är 200 meter från Matematikcentrum. Se karta till höger.

94. Guradution Support
    http://www.icm2002.org.cn/Chinese/Wolf/Whitney.htm

95. Theme4_Cours4
    Quantities srtuctures and dimensional analysis, The American Monthly  
    http://www-leibniz.imag.fr/EEDDM11/Theme4/Cours4.html

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