Constrained optimization of landscape indices in conservation planning to support ecological restoration in New Caledonia

Curbing habitat loss, reducing fragmentation and restoring connectivity are frequent concerns of conservation planning. In this respect, the incorporation of spatial constraints, fragmentation and connectivity indices into optimization procedures is an important challenge for improving decision support. Here we present a novel optimization approach developed to accurately represent a broad range of conservation planning questions with spatial constraints and landscape indices. Relying on constraint programming, a technique from artificial intelligence based on automatic reasoning, this approach provides both constraint satisfaction and optimality guarantees. We applied this approach in a real case study to support managers of the 'Cote Oubliee - 'Woen Vuu - Pwa Pereeu' provincial park project, in the biodiversity hotspot of New Caledonia. Under budget, accessibility and equitable allocation constraints, we identified restorable areas optimal for reducing forest fragmentation and improving inter-patch structural connectivity, respectively measured with the effective mesh size and the integral index of connectivity. Synthesis and applications. Our work contributes to more effective and policy-relevant conservation planning by providing a spatially explicit and problem-focused optimization approach. By allowing an exact representation of spatial constraints and landscape indices, it can address new questions and ensure whether the solutions will be socio-economically feasible, through optimality and satisfiability guarantees. Our approach is generic and flexible, thus applicable to a wide range of conservation planning problems, such as ecological restoration planning, reserve or corridor design.

Automated summary

The article introduces a novel optimization approach based on constraint programming to address spatial constraints and landscape indices in conservation planning. Through application in a real case study, the method proves effectiveness in identifying optimal restorable areas under specific constraints to improve connectivity.