… Since D ~ G we obtain that x E G and, since G is open, we obtain that there is V a balanced neighborhood of the origin such that x + V ~ G. … For G1 there is a balanced neighborhood V1 ofO such that V1 c::; G 1 . Thus there is a balanced neighborhood V1 of 0 E X such that V1 + …
CITATION STYLE
Costara, C., & Popa, D. (2003). Linear topological and locally convex spaces (pp. 368–402). https://doi.org/10.1007/978-94-017-0223-2_13
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