Curriculum Vitae Personal Data: - Math - IPM
Curriculum Vitae Personal Data: - Math - IPM
Curriculum Vitae Personal Data: - Math - IPM
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9. S. Shabani and A. Razani, Global optimal solutions for noncyclic mappings<br />
in G-metric spaces. Miskolc <strong>Math</strong>ematical Notes Vol. 14, No.<br />
1 (2013), 255263.<br />
10. F. Khojasteh and A. Razani, Fixed point theorems for single-valued and<br />
multi-valued mixed monotone operators of Meir-Keeler type, Journal<br />
of Nonlinear and Convex Analysis 14 No.2 (2013), 343-350.<br />
11. V. Parvaneh, A. Razani and J. R. Roshan, Common fixed points of six<br />
mappings in partially ordered G-metric spaces. <strong>Math</strong>ematical Sciences,<br />
7:18 (2013), doi:10.1186/2251-7456-7-18.<br />
12. A. Razani and H. Hosseinzadeh, Tripled fixed point theorems on FLM<br />
algebras, Fixed Point Theory and Applications 16 (2013), doi:10.1186/1687-<br />
1812-2013-16.<br />
13. A. Razani, V. Parvaneh, Some fixed point theorems for weakly T -<br />
Chatterjea and weakly T -Kannan-contractive mappings in complete<br />
metric spaces, Russian <strong>Math</strong>ematics (Iz. VUZ) 57, No.3 (2013), 38-<br />
45.<br />
14. M. Abbas, V. Parvaneh and A. Razani, Periodic point of T −Ciric generalized<br />
contraction mappings in ordered metric spaces, Georgian <strong>Math</strong>.<br />
J. 19(4) (2012), 597-610.<br />
15. A. Razani and V. Parvaneh, Coupled coincidence point results for<br />
(ψ, α, β)-weak contractions in partially ordered metric spaces, Journal<br />
of Applied <strong>Math</strong>ematics Article ID 496103 2012 (2012), 19 pages.<br />
16. A. Razani and V. Parvaneh, On generalized weakly G-contractive mappings<br />
in partially ordered G-metric spaces, Abstract and Applied Analysis<br />
Article ID 701910 (2012), 18 pages.<br />
17. M. R. Mokhtarzadeh, M. R. Pournaki and A. Razani, An Existence-<br />
Uniqueness theorem for a class of boundary value problems, Fixed Point<br />
Theory 13 No.2 (2012), 583–592.<br />
18. S. Homaeipour and A. Razani, Convergence theorems for equilibrium<br />
problems and relatively nonexpansive multi-valued mappings in Banach<br />
spaces, Numerical Functional Analysis and Optimization 33 (2012),<br />
1386–1398.<br />
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