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Baumanskaya is a station on the Arbatsko-Pokrovskaya Line of the Moscow Metro, named after the revolutionary Nikolai Bauman. It was designed by Boris Iofan and Yury Zenkevich and opened in 1944. The Art Deco design features white marble pylons with rounded corners, projecting, fluted piers faced with red ceramic tile, and decorative ventilation grilles. In the bays between each set of piers are bronze sculptures by V.A. Andreev depicting Russian soldiers and workers of the home front during World War II. At the end of the platform is a mosaic portrait of Vladimir Lenin. This station is very busy, as one of the biggest Moscow institutes is located not far away.

\n\nA Bohemian matrix family is a set of matrices whose entries are members of a fixed, finite, and discrete set, referred to as the \"population\". The term \"Bohemian\" was first used to refer to matrices with entries consisting of integers of bounded height, hence the name, derived from the acronym BOunded HEight Matrix of Integers (BOHEMI). The majority of published research on these matrix families studies populations of integers, although this is not strictly true of all possible Bohemian matrices. There is no single family of Bohemian matrices. Instead, a matrix can be said to be Bohemian with respect to a set from which its entries are drawn. Bohemian matrices may possess additional structure. For example, they may be Toeplitz matrices or upper Hessenberg matrices.