Skew fields of fractions, and the prime spectrum of a general ring.- Balanced rings.- Modules finite over endomorphism ring.- The cancellation property for modules.- The structure of noetherian rings.- Quasisimple modules and other topics in ring theory.- Blocks and centers of group algebras.- Closure spaces with applications to ring theory.- On Goldman's primary decomposition.
Skew fields of fractions, and the prime spectrum of a general ring.- Balanced rings.- Modules finite over endomorphism ring.- The cancellation property for modules.- The structure of noetherian rings.- Quasisimple modules and other topics in ring theory.- Blocks and centers of group algebras.- Closure spaces with applications to ring theory.- On Goldman's primary decomposition.
Skew fields of fractions, and the prime spectrum of a general ring.- Balanced rings.- Modules finite over endomorphism ring.- The cancellation property for modules.- The structure of noetherian rings.- Quasisimple modules and other topics in ring theory.- Blocks and centers of group algebras.- Closure spaces with applications to ring theory.- On Goldman's primary decomposition.
Skew fields of fractions, and the prime spectrum of a general ring.- Balanced rings.- Modules finite over endomorphism ring.- The cancellation property for modules.- The structure of noetherian rings.- Quasisimple modules and other topics in ring theory.- Blocks and centers of group algebras.- Closure spaces with applications to ring theory.- On Goldman's primary decomposition.
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