Noun
interior point (plural interior points)
(mathematics, topology) A point in a set
S
{\displaystyle S}
that has a neighbourhood which is contained in
S
{\displaystyle S}
.
Affine scaling main Affine scaling is one of the oldest interior point methods to be developed. Source: Internet
If P is an interior point in a convex quadrilateral ABCD, then : From this inequality it follows that the point inside a quadrilateral that minimizes the sum of distances to the vertices is the intersection of the diagonals. Source: Internet
Examples a is an interior point of M, because there is an ε-neighbourhood of a which is a subset of M. *In any space, the interior of the empty set is the empty set. Source: Internet
If the derivative of f at every interior point of the interval I exists and is zero, then f is constant in the interior. Source: Internet
This mean value property immediately implies that a non-constant harmonic function cannot assume its maximum value at an interior point. Source: Internet
Von Neumann's algorithm was the first interior point method of linear programming. Source: Internet