| Abstract: |
| Using the concept of the degree of nondensifiability in ordered metric and Banach spaces,
we establish fixed point theorems for monotone operator contractions with respect to
the degree of nondensifiability and condensing mappings.
Our results extend and unify several classical and recent results available in the literature.
Furthermore, we apply the main results to study the existence of minimal maximal mild solutions for certain classes
of semilinear differential equations. |
|