A set C
and its polar cone Co
polar cone (plural polar cones)
- (linear algebra) Relative to a set S in Rn, the set of points y such that the inner product of x and y is not positive for any point x in S.
- Since a is in S and b is in So — the polar cone of S — we know that aT b ≤ 0.
- Vince A. Sposito and H. T. David, "A Note on Farkas Lemmas Over Cone Domains", SIAM Journal on Applied Mathematics, Vol. 22, No. 3. (May, 1972), pp. 356-358.