3let X be a assertions ho ld. topalagical space, thom tollownys ö $ ad X elosed sets ii) The ioterseetion of m or Il eetibon of arbi. elosed sets in X s a elosed se't. ef osed se't. (a1) The Umiom of fimite colletnon seds smX io a elo-sed set.

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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thom followngs
let X be a
assertions h Id.
topalogical space,
o $ md X closed sets
äi) The jmtersestiom of
llzetioon of
orbitany
e/osed se't.
elosed sets în X is
a
(ai1) The Umion of fimite coletron sets smt is a
elosed set.
Transcribed Image Text:thom followngs let X be a assertions h Id. topalogical space, o $ md X closed sets äi) The jmtersestiom of llzetioon of orbitany e/osed se't. elosed sets în X is a (ai1) The Umion of fimite coletron sets smt is a elosed set.
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