For fun I have made some limericks centered around the main results from my papers.
Balmer didn’t need nerves of steel
Classification of localizing subcategories along $t$-structures
Let $\mathcal{C}$ be stable with a $t$.
As nice as it needs to be.
If the heart has a localization,
then I have a declaration:
There is a unique $\pi$-exact lift to $\mathcal{C}$
Positselski duality in stable $\infty$-categories
Choose a context and take your seat.
I have prepared the following treat.
The hom-tensor adjunction,
makes the following function:
Being contra is equivalent to complete
Algebraicity in monochromatic homotopy theory
Let $p$ be a large enough prime,
and $n$, quite small this time.
Chromatic waves of that length,
are in increasing strength,
completely algebraic, how sublime!
Formality of spaces with Lusternik–Schnirelmann category $1$
Higher products in $X$ are quite normal.
They uphold the following moral:
Having trivial multiplication,
removes the annoying frustration,
they might me zero, when $X$ is not formal.