Conjecture
$latex \mathrm{Cor}\bigcup^{\mathfrak{F}} S=\bigcup\langle \mathrm{Cor}\rangle S$ for any set $latex S$ of filter objects on a set.
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Several math research monographies
Conjecture
$latex \mathrm{Cor}\bigcup^{\mathfrak{F}} S=\bigcup\langle \mathrm{Cor}\rangle S$ for any set $latex S$ of filter objects on a set.
See this wiki site for definitions of used terms.
3 thoughts on “New conjecture about core parts of filters”