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1. THE WEAK-CONVERGENCE OF UNIT VECTORS TO ZERO IN HILBERT-SPACE IS THE CONVERGENCE OF ONE-DIMENSIONAL SUBSPACES IN THE ORDER TOPOLOGY
Názvové údaje : THE WEAK-CONVERGENCE OF UNIT VECTORS TO ZERO IN HILBERT-SPACE IS THE CONVERGENCE OF ONE-DIMENSIONAL SUBSPACES IN THE ORDER TOPOLOGY
Variant(y) hesla : \q12*stu_us_auth*1 stu4435 \q \q1013 stu_us_auth*stu4435 \d Palko Vladimír \q
In : \q12**1 stu284421 \q
%continue : Proceedings of the American Mathematical society
%continue : . Vol. 123, Iss. 3 (1995), s.715-721
Druh dok. : článok z periodika
Odkazy : \q2479**1 stu_us_cat*stu284422*xcla \q (4) - článok