The phrase "a pair of empty" is grammatically correct and can be used in written English.
It can be used when referring to two items that are devoid of content or substance, often in a literal sense, such as containers or spaces.
Example: "She opened the cupboard to find a pair of empty boxes that had once held her favorite snacks."
Alternatives: "two vacant" or "a couple of void".
He showed up with a pair of empty Coke bottles and won handily.
"When you see a pair of empty shoes, you imagine the person who is not there".
It was a place on East End Avenue of more than 6,000 square feet inhabited by a pair of empty nesters.
Giddyup, Babe!" By 7, they had all sat down for dinner in the clubhouse, a low-beamed room where two long tables stretched between a pair of empty hearths.
The Harmatzes, in their late 50's, hope to get as much as $10 million for the restaurant, which is at 138 Delancey Street, near Norfolk Street, as well as two adjacent buildings and a pair of empty lots nearby.
LONDON — Facing the unpleasant prospect of being represented by a pair of empty chairs and a period of silence at a parliamentary committee hearing on phone hacking next week, Rupert Murdoch, the chairman of the News Corporation, and his son James reversed themselves on Thursday and said that yes, they would testify at the hearing after all.
The ekpyrotic process begins far in the indefinite past with a pair of flat empty branes sitting parallel to each other in a warped five-dimensional space -- a situation they say that represents the simplest solution of Einstein's equations in an advanced version of string theory.
Notable items: a jug of orange juice, a small tub of LUSH face mask, two jugs of almond milk, and a pair of depressingly empty drawers.
Let ((A, B)) be a pair of non-empty closed subsets of X such that (A_{0}) is non-empty closed and ((A, B)) satisfies the P-property.
The two of them had to stand in the midst of the thick crowd returning to Kittur for over an hour, until a pair of seats emptied near them.
Let ( A, B ) be a pair of non-empty subsets of a complete metric space ( X, d ).
