摘要：In this paper, we investigate Borel exceptional values of meromorphic solutions of Painlevé III difference equations. In particular, let w be a transcendental meromorphic solution of w ¯ w ̲ ( w − 1 ) = η ( w − λ ) with finite order, where η (≠0), λ ( ≠ 0 , 1 ) are constants. If a, b are two Borel exceptional values of w, then a + b = 1 + η and a b = λ = η 2 . MSC:30D35, 39A10.
