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ABRUNHEIRO, Lígia, CAMARINHA, Margarida, CLEMENTE-GALLARDO, Jesús, CUCHÍ, Juan Carlos, SANTOS, Patrícia Sofia, (2018). A general framework for quantum splines.
International Journal of Geometric Methods in Modern Physics
. Vol. 15. 9, pp. .
ADÁMEK, Jirí, EL BASHIR, Robert, SOBRAL, Manuela, VELEBIL, Jirí, (2001). On functors which are lax epimorphisms. DMUC 01-16 Preprint.
ADÁMEK, Jirí, HÉBERT, Michel, SOUSA, Lurdes, (2006). A logic of injectivity. DMUC 06-23 Preprint.
ADÁMEK, Jirí, HÉBERT, Michel, SOUSA, Lurdes, (2006). A logic of orthogonality. DMUC 06-43 Preprint.
ADÁMEK, Jirí, HÉBERT, Michel, SOUSA, Lurdes, (2007). The orthogonal subcategory problem and the small object argument. DMUC 07-40 Preprint.
ADÁMEK, Jirí, HÉBERT, Michel, SOUSA, Lurdes, (2009). The Orthogonal Subcategory Problem and the Small Object Argument.
Applied Categorical Structures
. Vol. 17. 3, pp. 211-246.
ADÁMEK, Jirí, JOHNSTONE, P. T., SOBRAL, Manuela, (Eds.). (2002). . [Special Issue].
Journal of Pure and Applied Algebra
. Vol. 168. (2-3).
ADÁMEK, Jirí, LEVY. Paul, MILIUS, Stefan, MOSS, Lawrence S., SOUSA, Lurdes, (2012). On final coalgebras of power-set functors and saturated trees. DMUC 12-39 Preprint.
ADÁMEK, Jirí, LEVY. Paul, MILIUS, Stefan, MOSS, Lawrence S., SOUSA, Lurdes, (2015). On final coalgebras of power-set functors and saturated trees.
Applied Categorical Structures
. Vol. 23. 4, pp. 609-641.
ADÁMEK, Jirí, MILIUS, Stefan, MOSS, Lawrence S., SOUSA, Lurdes, (2011). Power-set functors and saturated trees.
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