Perfectly packing a square by squares of sidelength $f(n{)}^{-t}$

Keiju Sono

In this paper, we prove that for any $1/2<t<1$, there exists a positive integer $N_0$ depending on $t$ such that for any $n_0\ge N_0$, squares of sidelength $f(n{)}^{-t}$ for…