论文信息 - Quasicontraction Mappings in Modular Spaces without Δ2-Condition

Quasicontraction Mappings in Modular Spaces without Δ2-Condition

As a generalization to Banach contraction principle, Ćirić introduced the concept of quasi-contraction mappings. In this paper, we investigate these kinds of mappings in modular function spaces without the 2-condition. In particular, we prove the existence of fixed points and discuss their uniqueness.

Mohamed A. Khamsi | M. Khamsi

[1] M. Khamsi,et al. Asymptotically regular mappings in modular function spaces , 2001 .

[2] L. Ciric,et al. A generalization of Banach’s contraction principle , 1974 .

[3] A. Zaanen,et al. Notes on banach function spaces. III , 1963 .

[4] F. Smithies,et al. Convex Functions and Orlicz Spaces , 1962, The Mathematical Gazette.

[5] W. Luxemburg,et al. BANACH FUNCTION SPACES , 2011 .

[6] Mohamed A. Khamsi,et al. Modular function spaces , 1988 .

[7] A. Zaanen,et al. Notes on Banach Function Spaces, IX , 1964 .

[8] A. Zaanen,et al. Notes on Banach Function Spaces, X , 1964 .

[9] A. Zaanen,et al. Notes on Banach Function Spaces, VIII , 1964 .

[10] A. Zaanen,et al. Notes on banach function spaces, I , 1963 .

[11] A. Zaanen,et al. Notes on banach function spaces. IV , 1963 .

[12] A. Zaanen,et al. Notes on banach function spaces, II , 1963 .

[13] A. Zaanen,et al. Notes on banach function spaces VI , 1963 .

[14] A. Zaanen,et al. Notes on banach function spaces, V , 1963 .

[15] J. Musielak,et al. On modular spaces , 1959 .

[16] 中野秀五郎,et al. Modulared semi-ordered linear spaces , 1950 .