One type of this quantity is defined by assuming it equals number one, then inductively increasing its value by one every time a set is "stretched" such that the closure of a subset V includes every open set X containing a point. Richard Bellman coined the term for the so-called "curse" of this quantity, which makes solving nearest neighbor searche
One type of this quantity is defined by assuming it equals number one, then inductively increasing its value by one every time a set is "stretched" such that the closure of a subset V includes every open set X containing a point. Richard Bellman coined the term for the so-called "curse" of this quantity, which makes solving nearest neighbor searches hard when n is greater than two. In linear algebra, the rank-nullity theorem states that the rank plus the kernel of a matrix equals this value. Fractals often taken on non-integer values for the Hausdorff form of this quantity. For 10 points, name this quantity that is the number of coordinates needed to specify a point in an object, which may be one for a line and two for a square.
One type of this quantity is defined by assuming it equals number one, then inductively increasing its value by one every time a set is "stretched" such that the closure of a subset V includes every open set X containing a point.