101. Vaughan F.R. Jones Dr. vaughan FR jones University of California, Berkeley vaughan jones willalso be giving a talk on Sunday, November 3, at 1100 am in Room 216 West http://www.pims.math.ca/science/2002/dist_lect/jones/

The Pacific Institute for the Mathematical Sciences launched a new web site on March 31, 2005. If there is any discrepancy between the information on this page and the new site, the information on the new site should be used. PIMS Distinguished Lecturer Series Dr. Vaughan F.R. Jones University of California, Berkeley Skein theory in knot theory and beyond 3:00 p.m. Monday, November 4, 2002 Math Annex 1100 Refreshments will be served at 2:45 p.m. in the Faculty Lounge, Math Annex (Room 1115). Watch or listen to lecture now using the Real Player software. Abstract: John Conway invented skein theory as a tool for manipulating knots and links and in particular calculating the Alexander polynomial. It was extended somewhat in the 1980's when new knot polynomials were discovered. More recently it has proved useful in the theory of subfactors as a tool to construct and analyse certain exotic structures. These structures remain related to low dimensional topology as they have topological quantum field theories attached. The unifying language is that of planar algebra. In 1984 Jones discovered an astonishing relationship between von Neumann algebras and geometric topology. As a result, he found a new polynomial invariant for knots and links in 3-space. His invariant had been missed completely by topologists, in spite of intense activity in closely related areas during the preceding 60 years, and it was a complete surprise. As time went on, it became clear that his discovery had to do in a bewildering variety of ways with widely separated areas of mathematics and physics.

102. Atlas: Planar Algebras By Vaughan Jones Planar Algebras by vaughan jones Dept of Mathematics, UC Berkeley. Planar algebrasprovide a unifying framework for knot theory, subfactors and http://atlas-conferences.com/c/a/e/k/17.htm

Atlas home Conferences Abstracts about Atlas New Zealand Mathematics Colloquium 2000 November 26-29, 2000 Dept of Mathematics, University of Waikato Hamilton, New Zealand Organizers Kevin Broughan, Rua Murray, Ernie Kalnins, Stephen Joe View Abstracts Conference Homepage Planar Algebras by Vaughan Jones Dept of Mathematics, UC Berkeley. Planar algebras provide a unifying framework for knot theory, subfactors and 2-dimensional statistical mechanical models. I will define the notion of a planar algebra and give several examples, together with one or two striking theorems in the subject. Date received: September 20, 2000 Atlas Conferences Inc. Document # caek-17.

103. Mbox-17: Meat, Vegetarians vaughan jones (jonesv@wave.co.nz) Mon, 6 Jan 1997 223357 +1300 vaughan jones (exdairy beef farmer consultant) Hamilton New Zealand http://www.sare.org/sanet-mg/archives/html-home/17-html/0223.html

Meat, vegetarians Vaughan Jones ( jonesv@wave.co.nz Mon, 6 Jan 1997 22:33:57 +1300 Messages sorted by: [ date ] [ thread ] [ subject ] [ author ] Next message: Patricia Dines: "Global movement of toxins (arctic, etc.)" Previous message: Dr. M. Taghi Farvar: "RE: Let's Eat More Meat" Next in thread: Marjorie Rayburn: "Re: Meat, vegetarians" Dr. M. Taghi Farvar wrote - Along with eating more beef, the Japanese underwent untold number of other lifestyle changes. What are some please? I'd like to know. Few vegetarians will avoid dairy products. Then are they vegetarians? But you are welcome to eat all the meat you prefer. And I am sorry, I still detect not ex, but very active cattle farmer and consultant attitudes in your writings. My heart is, and always will be with animal farming (grazing). Best wishes, Vaughan Jones Hamilton New Zealand jonesv@wave.co.nz Next message: Patricia Dines: "Global movement of toxins (arctic, etc.)" Previous message: Dr. M. Taghi Farvar: "RE: Let's Eat More Meat" Next in thread: Marjorie Rayburn: "Re: Meat, vegetarians"

104. Victorian Photograph Album (Jones) - Carte-de-visite The jones Victorian Photograph Album Carte-de-visite Ace Son, VaughanStreet, Llanelly. (Mrs Cole Houton) Late 1860s copy of c.1862 lady http://www.users.waitrose.com/~victorian/jones/album2.htm

Return to homepage The Jones Victorian Photograph Album - Carte-de-visite From The Collections of Roger Vaughan This leather bound CDV album is complete with all its photos. Written in the front in pencil is R.D. Booth Davies, Given to me by My dear friend and relation Mrs Jones my second mother. The photos are presented in the order preserved in the album. I have added some notes to the list below from the pages of the album. General views of the album Photos shown at about twice the natural size Use of brackets: (transcribed notes) [my notes] Front and the back views are available. All addresses are in the UK unless stated. Surnames: Jones, Hendon, Davies, Boll, Drew, Cole, Pollard, Blake, Clare, Eyam, Meyler, Houlton, Wells, Phelps, Marthia, Wake. This family lived at Pembroke Dock a town two miles NW of Pembroke in Pembrokeshire, South Wales. UK. It includes friends and family from a wide area and includes clergy, a doctor, someone who went to Australia, and a general in India. PHOTOGRAPHER AND NOTES G.Bartlett, Carlton Cottage, Hewlett Street, Cheltenham (Mrs Letetia Jones, cousin) [Lady c.1862]

105. Department Of Health And Social Security 5.1.81, Patrick Jenkin (64), Gerald vaughan (70) Hugh Rossie (66) Alec Joneswas elected MP for Rhondda West at a Byelection on 9.3.67. http://www.psr.keele.ac.uk/table/york/DHSS.html

106. The Columbia Encyclopedia, Sixth Edition: Vaughan, Sarah@ HighBeam Research Sarah vaughan is 75 and celebrated Publication New York Amsterdam News.Sarah vaughan Saluted In Newark, NJ, With Publication Jet http://www.highbeam.com/ref/doc0.asp?docid=1E1:VaughanS

107. ARTIST Easyspaceyour perfect partner for the web. ARTIST. http://www.elinvaughanjones.co.uk/

Click here to continue Click here to continue

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     101-107 of 107    Back | 1  | 2  | 3  | 4  | 5  | 6