Why is Boris Johnson going to be the Prime Minister of the UK when I thought already was going to be was leader of the Conservative Party? Is it because when you become leader of the Conservative you obviously become Prime Minister!

# Tag: Johnson

## About an argument in the paper “Commutators on $\ell_\infty$” by Dosev and Johnson

In the paper “Commutators on $ \ell_\infty$ ” by Dosev and Johnson, in Lemma 4.2 Cas II, the authors have said that “There exists a normalized bock basis $ \{u_i\}$ of $ \{x_i\}$ and a normalized block basis $ \{v_i\}$ of $ \{y_i\}$ such that $ \|u_i-v_i\|<\frac{1}{i}.$ Does anyone have any idea to prove this?

More elaborately, we have two subspaces $ X$ and $ Y$ of $ \ell_\infty$ both isomorphic to $ c_0.$ $ \{x_i\}$ and $ \{y_i\}$ are bases of $ X$ and $ Y$ respectively which are equivalent to standard base of $ c_0$ . We have also $ X\cap Y=\{0\}$ and $ d(X,Y):=\inf\{\|x-y\|:x\in X,y\in Y, \|x\|=1\}=0.$ Now how to show “There exists a normalized bock basis $ \{u_i\}$ of $ \{x_i\}$ and a normalized block basis $ \{v_i\}$ of $ \{y_i\}$ such that $ \|u_i-v_i\|<\frac{1}{i}.$ ” ?

## [Download] Seller Lead Hacks by Danny Johnson

[Download] Seller Lead Hacks by Danny Johnson

“Want to Generate Motivated Seller Leads Online?“

Danny, the founder of Lead Propeller and the “Flipping Junkie Podcast”, is hand selecting just 25 investors to join the initial training group for this course because he wants real estate investors that have shown that they are doers. The purpose of this beta group is to get results for each and every person in the group.

Danny wants the success of this group to be the source of case studies and…

[Download] Seller Lead Hacks by Danny Johnson