New fixed-point theorems for strongly concave monotone operators in normal cones of Banach spaces, including geometric convergence and uniqueness, applied to Hammerstein/Urysohn integral operators and a nonlinear heat equation.
Nonlinear Analysis 2(6), 721–734 (1978)
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On Fixed Points of Nonlinear Monotone and Strongly Concave Operators Acting in Normal Cones
New fixed-point theorems for strongly concave monotone operators in normal cones of Banach spaces, including geometric convergence and uniqueness, applied to Hammerstein/Urysohn integral operators and a nonlinear heat equation.