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   <subfield code="a">Meromorphic Functions Sharing Three Values with Their Linear Differential Polynomials in Some Angular Domains</subfield>
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   <subfield code="a">We study the uniqueness question of transcendental meromorphic functions sharing three distinct finite values with their linear differential polynomials in some angular domains instead of the whole complex plane, and study the uniqueness question of transcendental entire functions sharing two distinct finite values with their linear differential polynomials in some angular domains instead of the whole complex plane. The results in this paper improve the corresponding results from Frank and Weissenborn (Complex Var 7:33-43, 1986), Frank and Schick (Results Math 22:679-684, 1992), Bernstein etal. (Forum Math 8:379-396, 1996) and improve Theorem 3 in Zheng (Can Math Bull 47:152-160, 2004).</subfield>
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