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K (0) of hypersurfaces defined by x (1) (2) + ... + x (n) (2) = +/- 1

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Title K (0) of hypersurfaces defined by x (1) (2) + ... + x (n) (2) = +/- 1
 
Creator KESHARI, MK
MANDAL, S
 
Subject K-0(A)
Clifford algebra
Euler class group
EULER CLASSES
 
Description Let k be a field of characteristic not equal 2 and let Q (n,m) (x (1), ..., x (n) , y (1), ..., y (m) ) = x (1) (2) +...+x (n) (2) - (y (1) (2) +...+y (m) (2) ) be a quadratic form over k. Let R(Q (n,m) ) = R (n,m) = k[x (1), ..., x (n) , y (1), ..., y (m) ]/(Q (n,m) - 1). In this note we will calculate for every n,m a parts per thousand yen 0. We will also calculate CH (0)(R (n,m) ) and the Euler class group of R (n,m) when k = a"e.
 
Publisher SPRINGER INDIA
 
Date 2014-10-16T06:44:39Z
2014-10-16T06:44:39Z
2013
 
Type Article
 
Identifier INDIAN JOURNAL OF PURE & APPLIED MATHEMATICS, 44(2)119-129
http://dx.doi.org/10.1007/s13226-013-0006-y
http://dspace.library.iitb.ac.in/jspui/handle/100/15466
 
Language en