MasseyTalk.pdf

SINGULARITIES. Question: Tobegin: WeunderstandRn. Example: A cusp inR2,givenbyy2 x3,is topologically. However,it snotsmooth. We sections. De nition: Given f x 1 ;:::x n ,anAlgebraicHy-.

www.ma.kagu.tus.ac.jp/~oka/singular/masseytalk.pdf

  0 Size: 123 KB Pages: n/a Date: 2011-12-02

 

Piotr.pdf

of ur functions olynomial ev aluates the a singularity. Using the basisofSch ur ,. ur. g. , some di culttoseein other bases. Wealsoshowthe p function p olynomials. Forthe Lagrange p ositivityinthe.

www.ma.kagu.tus.ac.jp/~oka/singular/piotr.pdf

  0 Size: 10 KB Pages: 1 Date: 2011-11-28

 

Japan08 2.pdf

www.ma.kagu.tus.ac.jp/~oka/singular/japan08_2.pdf

  0 Size: 29 KB Pages: n/a Date: 2011-11-28

 

Oka Resolution of Hypersurface Singularities.pdf

www.math.toronto.edu/.../oka..singularities.pdf

  0 Size: 1 MB Pages: 15 Date: 2011-11-15

 

2010Japabs.pdf

www.ma.kagu.tus.ac.jp/~oka/singular/2010japabs.pdf

  0 Size: 51 KB Pages: n/a Date: 2011-11-06

 

Mini Workshop2011.pdf

Workshop on Singularities 㸵᭶㸷᪥ 㸷㸸㸰 Masaharu Ishikawa 㸦 Tohoku Univ. 㸧 ᥋ゐ ࢺ࣏ࣟࢪ࣮ ධ㛛㸦 An i ntroduction to the contact topology㸧 Masayuki Kawashima.

www.ma.kagu.tus.ac.jp/~oka/singular/mini-workshop2011.pdf

  0 Size: 157 KB Pages: 3 Date: 2011-11-01

 

tokyo06.pdf

www.ma.kagu.tus.ac.jp/~oka/singular/tokyo06.pdf

  0 Size: 42 KB Pages: n/a Date: 2011-08-04

 

Japan08 1.pdf

www.ma.kagu.tus.ac.jp/~oka/singular/japan08_1.pdf

  0 Size: 26 KB Pages: n/a Date: 2011-06-11