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1 Kothe, "Translated from the German by D" Band 159 Springer-Verlag NewYork Inc
2 "On a weak commutativity condition of mappings in xed point considerations" 1982
3 M. A. Al-Thaga, "Noncommuting selfmaps and invariant approxima-tions" 64 (64): 2778-2786, 2006
4 "Invarianz bei linearen Approximationen" 1963
5 "Invariant approximations, generalized I -contractions, and R-subweaklycommuting maps" (1) : 79-86, 2005
6 "Invariant approximations and R-subweakly commuting maps" 257 (257): 39-45, 2001
7 "International Series in Pure and AppliedMathematics" McGraw-Hill Inc 1991
8 "Fixed point theorems for asymptotically nonexpansive map-pings" (nlinear anal) : 1994
9 N. Hussain, "Cq-commuting maps and invariant approximations" 1-9, 2006
10 I. Beg, "Convergence theorems of the iterative schemes inconvex metric spaces" 11 (11): 421-436, 2006
11 "Common xed points of noncommuting mappings" 1994
12 R. Chugh, "Common xed points for weakly compatible maps" 111 (111): 241-247, 2001
13 G. Jungck, "Common xed points for noncontinuous nonself maps on nonmetric spaces" 4 (4): 199-215, 1996
14 Amer, "Common xed points for commuting and compatible maps on compacta" 1988
15 M. A. Al-Thaga, "Common xed points and best approximation" 85 (85): 318-323, 1996
16 N. Hussain, "Common xed point and invariant approximation results fornoncommuting generalized (f;g)-nonexpansive maps" 321 (321): 851-861, 2006
17 I. Beg, "Coincidence point and invariant approximation for mappingssatisfying generalized weak contractive condition" 1-7, 2006
18 I. Beg, "Approximation of xed points of uniformly R-subweakly commuting mappings" 324 (324): 1105-1114, 2006
19 L. A. Khan, "An extension of Brosowski-Meinardus theorem on invariantapproximation" 11 (11): 1-5, 1995
20 "An application of a xed-point theorem to approximation theory" -25, 1979