Fixed points of non-self almost contractions
Let 𝑋 be a convex metric space, 𝐾 a non-empty closed subset of 𝑋and 𝑇: 𝐾→ 𝑋 a non-self
almost contraction. Berinde and Päcurar [Berinde, V. and Päcurar, M., Fixed point theorems …
almost contraction. Berinde and Päcurar [Berinde, V. and Päcurar, M., Fixed point theorems …
[PDF][PDF] Fixed points of non-self almost contractions
MA ALGHAMDI, V BERINDE, N SHAHZAD - carpathian.cunbm.utcluj.ro
Let X be a convex metric space, K a non-empty closed subset of X and T: K→ X a non-self
almost contraction. Berinde and Pacurar [Berinde, V. and Pacurar, M., Fixed point theorems …
almost contraction. Berinde and Pacurar [Berinde, V. and Pacurar, M., Fixed point theorems …
Fixed points of non-self almost contractions
MA Alghamdi, V Berinde, N Shahzad - Carpathian Journal of …, 2014 - hero.epa.gov
Let X be a convex metric space, K a non-empty closed subset of X and T: K-> X a non-self
almost contraction. Berinde and Pacurar [Berinde, V. and Pacurar, M., Fixed point theorems …
almost contraction. Berinde and Pacurar [Berinde, V. and Pacurar, M., Fixed point theorems …
[PDF][PDF] Fixed points of non-self almost contractions
MA ALGHAMDI, V BERINDE, N SHAHZAD - J. MATH, 2014 - researchgate.net
Let X be a convex metric space, K a non-empty closed subset of X and T: K→ X a non-self
almost contraction. Berinde and Pacurar [Berinde, V. and Pacurar, M., Fixed point theorems …
almost contraction. Berinde and Pacurar [Berinde, V. and Pacurar, M., Fixed point theorems …
[PDF][PDF] Fixed points of non-self almost contractions
MA ALGHAMDI, V BERINDE, N SHAHZAD - J. MATH, 2014 - vberinde.cunbm.utcluj.ro
Let X be a convex metric space, K a non-empty closed subset of X and T: K→ X a non-self
almost contraction. Berinde and Pacurar [Berinde, V. and Pacurar, M., Fixed point theorems …
almost contraction. Berinde and Pacurar [Berinde, V. and Pacurar, M., Fixed point theorems …
[PDF][PDF] Fixed points of non-self almost contractions
MA ALGHAMDI, V BERINDE, N SHAHZAD - academia.edu
Let X be a convex metric space, K a non-empty closed subset of X and T: K→ X a non-self
almost contraction. Berinde and Pacurar [Berinde, V. and Pacurar, M., Fixed point theorems …
almost contraction. Berinde and Pacurar [Berinde, V. and Pacurar, M., Fixed point theorems …
[PDF][PDF] Fixed points of non-self almost contractions
MA ALGHAMDI, V BERINDE, N SHAHZAD - academia.edu
Let X be a convex metric space, K a non-empty closed subset of X and T: K→ X a non-self
almost contraction. Berinde and Pacurar [Berinde, V. and Pacurar, M., Fixed point theorems …
almost contraction. Berinde and Pacurar [Berinde, V. and Pacurar, M., Fixed point theorems …