Projective modules and complete intersections
R Sridharan - K-Theory, 1998 - elibrary.ru
Let A be a Noetherian ring of dimension n and P be a projective A module of rank n having
trivial determinant. It is proved that if n is even and the image of a generic element g∈ P* is …
trivial determinant. It is proved that if n is even and the image of a generic element g∈ P* is …
Projective Modules and Complete Intersections
R SRIDHARAN - K-Theory, 1998 - access.portico.org
Let A be a Noetherian ring of dimension n and P be a projective A-module of rank n having
trivial determinant. It is proved that if n is even and the image of a generic element g∈ P∗ is …
trivial determinant. It is proved that if n is even and the image of a generic element g∈ P∗ is …
Projective Modules and Complete Intersections
R Sridharan - K-Theory, 1998 - infona.pl
Let A be a Noetherian ring of dimension n and P be a projective A module of rank n having
trivial determinant. It is proved that if n is even and the image of a generic element g∈ P* is …
trivial determinant. It is proved that if n is even and the image of a generic element g∈ P* is …
Projective Modules and Complete Intersections
R Sridharan - K-Theory, 1998 - infona.pl
Let A be a Noetherian ring of dimension n and P be a projective A module of rank n having
trivial determinant. It is proved that if n is even and the image of a generic element g∈ P* is …
trivial determinant. It is proved that if n is even and the image of a generic element g∈ P* is …
Projective Modules and Complete Intersections
R SRIDHARAN - K-Theory, 1998 - access.portico.org
Let A be a Noetherian ring of dimension n and P be a projective A-module of rank n having
trivial determinant. It is proved that if n is even and the image of a generic element g∈ P∗ is …
trivial determinant. It is proved that if n is even and the image of a generic element g∈ P∗ is …