1. Tibor Beke & Jirí Rosický (2012). Abstract Elementary Classes and Accessible Categories. Annals of Pure and Applied Logic 163 (12):2008-2017.
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  2. S. Awodey & Jiri Rosicky (2007). REVIEWS-Category Theory. Bulletin of Symbolic Logic 13 (3).
     
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  3. Jiří Rosický (1997). Accessible Categories, Saturation and Categoricity. Journal of Symbolic Logic 62 (3):891-901.
    Model-theoretic concepts of saturation and categoricity are studied in the context of accessible categories. Accessible categories which are categorical in a strong sense are related to categories of $M$-sets ($M$ is a monoid). Typical examples of such categories are categories of $\lambda$-saturated objects.
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