… Modular categories with property (b) of rank at most 11 are shown to be pointed in Theorem
… about modular categories. We address the classification problem for modular categories …

… FRACTIONS: As mentioned above, the way of thinking of the ancient Egyptians was very close
… A com puter, when dealing with fractions, treats them as binary unita ry fractions. A unitary …

… a new modular category from a given modular category with a … the modular category to a
G-crossed braided fusion category… and then take the equivariantization of the resulting category. …

… However, there are some modifications performed to enable the module to fit in our FMA as
a whole, achieving higher speed or removing unnecessary area. The selected design and its …

… modular categories whose Galois group action on their simple objects are transitive. We show
that such modular categories … ) associated with transitive modular categories are proven to …

… multiplication or Egyptian fractions or any similar operation based on ancient methods. In
many ways, this is a “how to” book. How to solve a Chinese problem in a Chinese way. …

… Throughout this paper every ring R is associative with unity, all modules are unitary R-modules
and we denote by Mod-R for the category of right R-modules. If M is an R-module, we …

… is the equivalent of 3 modules, the side of a module would be 3.30 m. … modules; one modular
length is then 3.303 m. The width of the pylon is 16.52 m or 5 modules; this gives a modular …

… In terms of the categorical equivalence between the categories Morph(Mod-R) and Mod-T
(… right T -module MT the right R-modules Me11, Me22, and the pair of right R-modules (Me11,…

… of modular categories C with FPdim(C) ≡ 2 (mod 4). We prove that such categories have …
where C is an odd-dimensional modular category and semion is the rank 2 pointed modular …