In search of Schrödinger’s patch: a functional approach to habitat delineation
Matthew Dennis, Jonathan Huck, Claire Holt, Ewan McHenry, Erik Andersson, Sonali Sharma, Dagmar Haase

TL;DR
This paper introduces a new method to define habitat patches that accounts for both continuous and discrete landscape features, helping to better understand habitat fragmentation and its impact on biodiversity.
Contribution
The paper presents a novel functional approach to habitat delineation using fuzzy set theory to resolve the continuity-contiguity problem in landscape ecology.
Findings
The method integrates gradient and patch-based models using fuzzy set theory to delineate habitat.
It operationalizes neighborhood effects and handles uncertainty in land cover classification.
The approach allows for multivariate habitat delineation and improves functional connectivity analysis.
Abstract
The effective delineation of habitat is crucial for understanding drivers of habitat loss and fragmentation, and their effects on biodiversity outcomes at local to global scales. The concept of the habitat patch is central to this process but presents both theoretical and methodological challenges related to the seemingly irreconcilable tendency of habitat to simultaneously exhibit characteristics of both gradation and aggregation. This apparent contradiction, recently described as the continuity-contiguity problem in landscape ecology, presents a problem of classification in which the associated ambivalence is analogous to that surrounding the fate of Schrödinger’s Cat. This is the first of a pair of papers that aim to address the theoretical and methodological challenges associated with the habitat patch concept. This first paper aims to (a) articulate the theoretical and practical…
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Taxonomy
TopicsLand Use and Ecosystem Services · Wildlife-Road Interactions and Conservation · Ecology and Vegetation Dynamics Studies
