 | Eberhard Zeidler - Mathematics - 1995 - 428 pages
...Hence / is not an interior point of Л/„. D 3.3 The Uniform Boundedness Theorem Theorem 3.B (The uniform boundedness theorem). Let F be a nonempty...continuous maps F: X -» Y, where X is a Banach space over К and Y is a normed space over K. Suppose that sup ||Fu|| < oo for all и € X. 3.3 The Uniform... | |
 | Eberhard Zeidler - Mathematics - 1995 - 428 pages
...interior point of M n . D 3.3 The Uniform Boundedness Theorem Theorem 3.B IThe uniform boundedw-ss theorem). Let F be a nonempty set of continuous maps F: X — V, where X is a Banach space over K and Y is a normed space over K. Suppose that sup ||Fu|| < oo... | |
| |
Theorem 3.B (The uniform boundedness theorem). Let F be a nonempty set of continuous maps F: X -» Y, where X is a Banach space over К and Y is a normed space over K. 