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Feb
3
answered Pointwise convergence for continuous functions
Feb
3
revised Description of $\big(\ell^\infty(\mathbb N)\big)^{\!*}$ via ultrafilters
added 18 characters in body; edited title
Feb
2
awarded  Necromancer
Feb
2
revised Description of $\big(\ell^\infty(\mathbb N)\big)^{\!*}$ via ultrafilters
added 31 characters in body
Feb
1
answered Description of $\big(\ell^\infty(\mathbb N)\big)^{\!*}$ via ultrafilters
Feb
1
accepted Description of $\big(\ell^\infty(\mathbb N)\big)^{\!*}$ via ultrafilters
Feb
1
comment Description of $\big(\ell^\infty(\mathbb N)\big)^{\!*}$ via ultrafilters
@YemonChoi: Is there any literature you could suggest?
Feb
1
asked Description of $\big(\ell^\infty(\mathbb N)\big)^{\!*}$ via ultrafilters
Jan
25
revised Representation of the elements of $c_0^\perp$ as integrals over ultrafilters
edited tags
Jan
25
comment Representation of the elements of $c_0^\perp$ as integrals over ultrafilters
@M.González Could you please provide some reference?
Jan
25
asked Representation of the elements of $c_0^\perp$ as integrals over ultrafilters
Jan
21
revised Dual space of $\ell^\infty$
Improved LaTeX, formulation and added a tag
Jan
21
suggested approved edit on Dual space of $\ell^\infty$
Dec
4
awarded  Yearling
Nov
22
asked Complement of a finite union of convex sets
Oct
21
revised Is an entire function, with nowhere vanishing derivative, always a covering map?
added 169 characters in body
Oct
20
awarded  Nice Answer
Oct
20
revised Is an entire function, with nowhere vanishing derivative, always a covering map?
added 123 characters in body
Oct
19
accepted Is an entire function, with nowhere vanishing derivative, always a covering map?
Oct
19
comment Is an entire function, with nowhere vanishing derivative, always a covering map?
@QiaochuYuan I added it.