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@article{887409, author = {Rosický, Jiří and Adámek, J. and Vitale, E. M.}, article_number = {1}, keywords = {sifted colimit;filtered colimit;reflexive coequalizer}, language = {eng}, issn = {1201-561X}, journal = {Theory and Applications of categories}, title = {What are sifted colimits?}, volume = {23}, year = {2010} }
TY - JOUR ID - 887409 AU - Rosický, Jiří - Adámek, J. - Vitale, E. M. PY - 2010 TI - What are sifted colimits? JF - Theory and Applications of categories VL - 23 IS - 1 SP - 251-260 EP - 251-260 SN - 1201561X KW - sifted colimit;filtered colimit;reflexive coequalizer N2 - Sifted colimits are ``almost'' just the combination of filtered colimits and reflexive coequalizers. For example, a functor with a finitely cocomplete domain preserves sifted colimits iff it preserves filtered colimits and reflexive coequalizers. But for general domains that statement is not true. ER -
ROSICKÝ, Jiří, J. ADÁMEK a E. M. VITALE. What are sifted colimits? \textit{Theory and Applications of categories}. 2010, roč.~23, č.~1, s.~251-260. ISSN~1201-561X.
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