Connected vs Solvmanifold - What's the difference?
connected | solvmanifold |
(usually with "well-"): Having favorable rapport with a powerful entity.
(mathematics, topology, of a topological space) That cannot be partitioned into two nonempty open sets.
(mathematics, graph theory, of a directed graph) Having a path, either directed]] or undirected, connecting every pair of [[vertex, vertices.
(connect)
(mathematics) A homogeneous space of a connected solvable Lie group.