Half-Spaces
DefinitionA half-space is a set defined by a single affine inequality. Precisely, a half-space in ![]() where A half-space separates the whole space in two halves. The complement of the half-space is the open half-space
Example: A half-space in Link with linear functionsHyperplanes correspond to level sets of linear functions. Half-spaces represent sub-level sets of linear functions: the half-space above describes the set of points such that the linear function |