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- Consider the sequence where $a_1>0$, $ka_n>a_{n+1}$ and $0<k<1$. Can we say it converges?
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- neca on In a Reflexive banach space, given a closed convex set $C$ and some point $y$, there is a point in $C$, of minimal distance to $y$
- DanielWainfleet on Consider the sequence where $a_1>0$, $ka_n>a_{n+1}$ and $0<k<1$. Can we say it converges?
- awkward on Ball / Urn question with a twist
- Oliver Diaz on How to prove $phi'(t)1_{Omega_t}(w)$ is measurable?
- Evangelopoulos F. on In a Reflexive banach space, given a closed convex set $C$ and some point $y$, there is a point in $C$, of minimal distance to $y$

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