J. Adamek. M. Hebert and J. Rosicky, On essentially algebraic theories and their generalizations, Alg. Univ. 41 (1999), 213-227. Home/Search Document Not in Database Summary Related Articles Check |
This paper is cited in the following contexts:
More on Orthogonality in Locally Presentable Categories - Hebert, Adámek.. (Correct)
....cardinal. Then the orthogonality classes in a locally presentable category L are precisely the full subcategories of L closed under limits and filtered colimits. However, as mentioned above, the corresponding result is false for = 0 (although Theorem 1. 39 in [AR] states that it holds; see [AHR] for a corrigendum to that statement) Our characterization of orthogonality classes K of an LFP category L is based on the observation that the embedding E : K L is a morphism of LFP categories (i.e. K is LFP and E is a right adjoint preserving filtered colimits) By Gabriel Ulmer duality ....
J. Ad'amek, M. H'ebert and J. Rosick'y, On essentially algebraic theories and their generalizations, Alg. Univ. 41 (1999), 213--227.
More on Orthogonality in Locally Presentable Categories - Hebert, Adámek.. Self-citation (Ad Ebert Rosick) (Correct)
....Then the orthogonality classes in a locally presentable category L are precisely the full subcategories of L closed under limits and ltered colimits. However, as mentioned above, the corresponding result is false for = 0 (although Theorem 1. 39 in [AR] states that it holds; see [AHR] for a corrigendum to that statement) Our characterization of orthogonality classes K of an LFP category L is based on the observation that the embedding E : K L is a morphism of LFP categories (i.e. K is LFP and E is a right adjoint preserving ltered colimits) By Gabriel Ulmer duality we ....
J. Adamek. M. Hebert and J. Rosicky, On essentially algebraic theories and their generalizations, Alg. Univ. 41 (1999), 213-227.
Online articles have much greater impact More about CiteSeer.IST Add search form to your site Submit documents Feedback
CiteSeer.IST - Copyright Penn State and NEC