✍ Scribed by Edi Karni
No coin nor oath required. For personal study only.
📜 SIMILAR VOLUMES
## Abstract It is shown, within constructive mathematics, that the unit ball B~1~(__H__) of the set of bounded operators on a Hilbert space __H__ is weak‐operator totally bounded. This result is then used to prove that the weak‐operator continuity of the mapping __T__ → __AT__ on __B__~1~(__H__) is
## Abstract A topological space is called __s__‐regular if each closed connected set and a point outside it are separated by disjoint open sets. Similarly notion of complete __s__‐regularity is introduced; basic properties of __s__‐regular spaces and completely __s__‐regular spaces are studied and
The generalized Hamiltonian flow F generated by a smooth function on a t symplectic manifold S with smooth boundary Ѩ S is considered. It is proved that if F has no tangencies of infinite order to Ѩ S, then given a metric d on S, an integral t Ž . Ž . curve t of F , a compact neighbourhood K of 0 i