A cone splitting theorem for Alexandrov spaces
A cone splitting theorem for Alexandrov spaces
By a cone is meant a warped product I × g F, where I is an interval and the warping function g : I → ޒ ≥0 lies in ᏲK , i.e., satisfies g + K g = 0. Cones include metric products and linear cones (K = 0), hyperbolic, …