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Langley, Jim K. - School of Mathematical Sciences, University of Nottingham
Solution of a problem of Edwards and Hellerstein J.K. Langley
Ann. Inst. Fourier, Grenoble Working version June 28, 2006
A certain functional-differential equation J.K. Langley
Integer points of entire functions J.K. Langley
Zeros of differences of meromorphic functions Walter Bergweiler and J.K. Langley
Bank-Laine functions with periodic zero-sequences S.M. ElZaidi and J.K. Langley
On differential polynomials, fixpoints and critical values of meromorphic functions
Integer-valued analytic functions in a half-plane J.K. Langley
Integer points of meromorphic functions J.K. Langley
Pairs of linear differential polynomials G. Frank and J.K. Langley
Complex oscillation and removable sets J.K. Langley
BANK-LAINE FUNCTIONS WITH SPARSE ZEROS J.K. LANGLEY
Deficient values of derivatives of meromorphic functions in the class S
Non-real zeros of higher derivatives of real entire functions of infinite order
Pairs of nonhomogeneous linear differential polynomials
On the derivatives of composite functions J.K. Langley and E.F. Lingham
The zeros of certain differential polynomials Abdullah Alotaibi and J.K. Langley
BANK-LAINE FUNCTIONS VIA QUASICONFORMAL D. DRASIN AND J. K. LANGLEY
Computational Methods and Function Theory Volume 00 (0000), No. 0, 1? CMFT-MS 0600752
CRITICAL VALUES OF SLOWLY GROWING MEROMORPHIC FUNCTIONS
The following is Hayman's version of Fuchs' small arcs lemma, rewritten for the meromorphic, rather than delta-subharmonic, case. 1