Add to ORKGIn ordinary homological algebra, if M is an R-module, the usual way of starting to con-struct a projective resolution of M is to let F be the free R-module generated by th
Homological algebra is the study of how to associate sequences of algebraic objects such as abelian ...
Let M be a finite module over a ring R obtained from a commutative ring Q by factoring out an ideal...
Let M be a finite module over a ring R obtained from a commutative ring Q by factoring out an ideal...
Homological techniques provide potent tools in commutative algebra. For example, successive approxim...
Homological techniques provide potent tools in commutative algebra. For example, successive approxim...
Homological techniques provide potent tools in commutative algebra. For example, successive approxim...
In Chapter I we study the generic properties of free resolutions. Given a commutative ring k and pos...
The purpose of this thesis is to construct the homology groups of a complex over an R-module. The th...
AbstractLet M be a finite module over a ring R obtained from a commutative ring Q by factoring out a...
The main topic of the thesis is the generalization of some traditional module-theoretic homological ...
Let R and S be arbitrary rings. In the algebraic structure it is known that the R-module structure i...
In this paper, after a concise presentation of the modules over rings as a generalization of vector ...
Let R and S be arbitrary rings. In the algebraic structure it is known that the R-module structure i...
Let f : Y --> X be a continuous map between connected CW complexes. The homology H* (F) of the homot...
To do homological algebra with unbounded chain complexes one needs to first find a way of constructi...
Homological algebra is the study of how to associate sequences of algebraic objects such as abelian ...
Let M be a finite module over a ring R obtained from a commutative ring Q by factoring out an ideal...
Let M be a finite module over a ring R obtained from a commutative ring Q by factoring out an ideal...
Homological techniques provide potent tools in commutative algebra. For example, successive approxim...
Homological techniques provide potent tools in commutative algebra. For example, successive approxim...
Homological techniques provide potent tools in commutative algebra. For example, successive approxim...
In Chapter I we study the generic properties of free resolutions. Given a commutative ring k and pos...
The purpose of this thesis is to construct the homology groups of a complex over an R-module. The th...
AbstractLet M be a finite module over a ring R obtained from a commutative ring Q by factoring out a...
The main topic of the thesis is the generalization of some traditional module-theoretic homological ...
Let R and S be arbitrary rings. In the algebraic structure it is known that the R-module structure i...
In this paper, after a concise presentation of the modules over rings as a generalization of vector ...
Let R and S be arbitrary rings. In the algebraic structure it is known that the R-module structure i...
Let f : Y --> X be a continuous map between connected CW complexes. The homology H* (F) of the homot...
To do homological algebra with unbounded chain complexes one needs to first find a way of constructi...
Homological algebra is the study of how to associate sequences of algebraic objects such as abelian ...
Let M be a finite module over a ring R obtained from a commutative ring Q by factoring out an ideal...
Let M be a finite module over a ring R obtained from a commutative ring Q by factoring out an ideal...