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A flat can be described by a system of linear equations.For example, a line in two-dimensional space can be described by a single linear equation involving x and y: + = In three-dimensional space, a single linear equation involving x, y, and z defines a plane, while a pair of linear equations can be used to describe a line.
Apartments are defined by fixing a basis (v i) of V and taking all lattices with basis (p a i v i) where (a i) lies in Z n and is uniquely determined up to addition of the same integer to each entry. By definition each apartment has the required form and their union is the whole of X. The second axiom follows by a variant of the Schreier ...
A lower-rise apartment building on the left side of the Avenue of the Americas in Manhattan, juxtaposed next to a skyscraper apartment building. An apartment (American English, Canadian English), flat (British English, Indian English, South African English) [a], or unit (Australian English) is a self-contained housing unit (a type of residential real estate) that occupies part of a building ...
Searching for an apartment—even a small apartment, such as a studio or one-bedroom unit—is no easy feat. From the location to the price, renting versus buying, there’s much to consider. The ...
2-Flat, 3-Flat, and 4-Flat houses: houses or buildings with 2, 3, or 4 flats, respectively, especially when each of the flats takes up one entire floor of the house. There is a common stairway in the front and often in the back providing access to all the flats. 2-Flats and sometimes 3-flats are common in certain older neighborhoods.
Set of Units under construction in Victoria, Australia. A housing unit, or dwelling unit (at later mention, often abbreviated to unit), is a structure or the part of a structure or the space that is used as a home, residence, or sleeping place by one person or more people who maintain a common household.
In mathematics, a mathematical object is said to satisfy a property locally, if the property is satisfied on some limited, immediate portions of the object (e.g., on some sufficiently small or arbitrarily small neighborhoods of points).
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