Abstract
The construction of motivic cohomology theories has generated a lot of new research activities in algebraic geometry in the last years. In this work some preliminary ideas of schemes and morphisms, some homological algebra in abelian categories and Grothendieck topologies are given.The connection between Milnor and Quillen K-theory of fields is defined as well as the motivic cohomology and Bloch's higher Chou groups.
Biglari, Shahram
[1]
- Abdus Salam International Centre for Theoretical Physics, Trieste (Italy)
Citation Formats
Biglari, Shahram.
An introduction to presheaves with transfers and motivic cohomology.
IAEA: N. p.,
2001.
Web.
Biglari, Shahram.
An introduction to presheaves with transfers and motivic cohomology.
IAEA.
Biglari, Shahram.
2001.
"An introduction to presheaves with transfers and motivic cohomology."
IAEA.
@misc{etde_20198956,
title = {An introduction to presheaves with transfers and motivic cohomology}
author = {Biglari, Shahram}
abstractNote = {The construction of motivic cohomology theories has generated a lot of new research activities in algebraic geometry in the last years. In this work some preliminary ideas of schemes and morphisms, some homological algebra in abelian categories and Grothendieck topologies are given.The connection between Milnor and Quillen K-theory of fields is defined as well as the motivic cohomology and Bloch's higher Chou groups.}
place = {IAEA}
year = {2001}
month = {Aug}
}
title = {An introduction to presheaves with transfers and motivic cohomology}
author = {Biglari, Shahram}
abstractNote = {The construction of motivic cohomology theories has generated a lot of new research activities in algebraic geometry in the last years. In this work some preliminary ideas of schemes and morphisms, some homological algebra in abelian categories and Grothendieck topologies are given.The connection between Milnor and Quillen K-theory of fields is defined as well as the motivic cohomology and Bloch's higher Chou groups.}
place = {IAEA}
year = {2001}
month = {Aug}
}