Catalan solid

The duals of the Archimedean solids are the Catalan polyhedra. They are named after the French-Belgian mathematician Eugene Charles Catalan, who first described them in 1862. Given the characteristics of their duals, discussed above, Catalan polyhedra have more than one type of vertices but all their faces are equivalent, noimegular polygons. Furthermore, each Catalan polyhedron has the same nnm-ber of edges and the same symmetry as its Archimedean dual. The names of the Catalan solids and their duals are given in Table 4. 

M. Tomassetti, A. Catalan , V. Rossi, and S. Vecchio, Thermal analysis study of the interactions between acetaminophen and excipients in solid dosage forms in some binary mixtures, J. Pharm. Biochem. Anal. 37 (2005), 949-955. 

FIG. 3.3. Polyhedra (a) the regular solids, (b) some Archimedean semi-regular solids, (c) some Catalan semi-regular solids. (The numbers are the numbers of vertices.)... 

Aguado JM, Varo E, Usetti P, Pozo JC, Moreno A, Catalan M, et al. Safety of anidulafungin in solid organ transplant recipients. Liver Transpl 2012 18(6) 680-5. 

Zubko P, Catalan G, Tagantsev AK (2013) Flexoelectric effect in solids. Annu Rev Mater Res 43 387-421... 

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