A simple method for perfect packing of squares of sidelengths $$n^{-1/2-\epsilon}$$

Abstract

AbstractA simple method for perfect packing a square by squares of sidelengths $$1$$ 1 , $$2^{-t}$$ 2 - t , $$3^{-t}$$ 3 - t , $$4^{-t},\ldots$$ 4 - t , … is presented for $$1/2<t\leq 17/32$$ 1 / 2 < t ≤ 17 / 32 .