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Section 3 is devoted to prove the maximum principles for parabolic Waldenfels operators.
This paper is devoted to prove the existence of multiple positive solutions to by using perturbation and variational methods.
This section is devoted to prove the consistency of the least square estimator (hat{r}_{n,varepsilon}).
This appendix is devoted to prove a Hardy-Poincaré's-like inequality more general that the one stated in Proposition 4.3.
Section 3 is devoted to prove the existence, multiplicity, and nonexistence of symmetric positive solutions for system (1.1)–(1.1).
This work is devoted to prove the weak and strong maximum principles for 'parabolic' equations with nonlocal Waldenfels operators.
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Section 3 is devoted to proving the reducibility.
This section is devoted to proving the main result.
The next section is devoted to proving this criterion.
This section is devoted to proving the Main Theorem.
This section is devoted to proving Theorem 2.1.
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