Categories of algebraic sheaves.- The formal initial segments.- Localizations and algebraic sheaves.- Integral theories and characterization theorem.- Spectrum of a theory.- Applications to module theory.- Pure representation of rings.- Gelfand rings.
Categories of algebraic sheaves.- The formal initial segments.- Localizations and algebraic sheaves.- Integral theories and characterization theorem.- Spectrum of a theory.- Applications to module theory.- Pure representation of rings.- Gelfand rings.
Francis Borceux is Professor of mathematics at the University of Louvain since many years. He has developed research in algebra and essentially taught geometry, number theory and algebra courses and he has been dean of the Faculty of Sciences of his University and chairman of the Mathematical Committee of the Belgian National Scientific Research Foundation.
Inhaltsangabe
Categories of algebraic sheaves.- The formal initial segments.- Localizations and algebraic sheaves.- Integral theories and characterization theorem.- Spectrum of a theory.- Applications to module theory.- Pure representation of rings.- Gelfand rings.
Categories of algebraic sheaves.- The formal initial segments.- Localizations and algebraic sheaves.- Integral theories and characterization theorem.- Spectrum of a theory.- Applications to module theory.- Pure representation of rings.- Gelfand rings.
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